diff --git a/CHANGELOG.md b/CHANGELOG.md index b3f23c55..9c435865 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -1,4 +1,4 @@ -## Unreleased (TBD) +## 0.9.4 (1 July 2024) - Adds support for Python 3.11 and 3.12. - Adds the following capability and servicing equipment codes: @@ -17,6 +17,8 @@ - Update README.md to be inline with current conda and Python standards. - Fully adopts `functools.cache` now that older Python versions where `functools.lru_cache` was the available caching method. +- Fixes a Pandas `FutureWarning` by removing a now unnecessary piece of code in + `wombat/core/post_processor.py:equipment_costs` ## v0.9.3 (15 February 2024) diff --git a/docs/examples/examples_reference.md b/docs/examples/examples_reference.md index 57494d18..bf5e7bec 100644 --- a/docs/examples/examples_reference.md +++ b/docs/examples/examples_reference.md @@ -41,7 +41,7 @@ This is the notebook used for the NAWEA WindTech 2023 Workshop. See ### `dinwoodie_validation.ipynb` This shows the latest results of the model validation using the modeling parameters from -Dinwoodie, et. al, 2015 [^dinwoodie2015reference]. +Dinwoodie, et al., 2015 [^dinwoodie2015reference]. ### `iea_26_validation.ipynb` diff --git a/docs/examples/how_to.md b/docs/examples/how_to.md index 81de4fd1..165a6e18 100644 --- a/docs/examples/how_to.md +++ b/docs/examples/how_to.md @@ -11,9 +11,14 @@ kernelspec: # How To Use WOMBAT +[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/WISDEM/WOMBAT/main?filepath=examples) + This tutorial will walk through the setup, running, and results stages of a WOMBAT simulation while providing background information about how each component is related. +A Jupyter notebook of this tutorial can be run from `examples/how_to.ipynb` locally, or +through [binder](https://mybinder.org/v2/gh/WISDEM/WOMBAT/main?filepath=examples). + ## Imports The following code block demonstrates a typical setup for working with WOMBAT and diff --git a/docs/examples/index.md b/docs/examples/index.md index f1244ce5..fa0d0c77 100644 --- a/docs/examples/index.md +++ b/docs/examples/index.md @@ -9,11 +9,12 @@ it is recommended to see how each model's configuration files are composed. For thorough explanations of the design and implementation ethos of the model, please see our NREL Technical Report: https://www.osti.gov/biblio/1894867, which was published alongside v0.5.1, so some functionality has been updated. + ## Feature Overview For a complete and detailed description of the functionality provided in WOMBAT, it is recommended to read the API documentation. However, that is quite a task, so below is -a short listing of the core functionality that WOMBAT can provide. +a shortlist of the core functionality that WOMBAT can provide. ### Post Processing and the Simulation API @@ -21,14 +22,14 @@ a short listing of the core functionality that WOMBAT can provide. [`Configuration`](simulation-api:config) allow users unfamiliar with Python to run the simulation library with minimal code. This was the primary design choice for the model: to create a configuration-based model to enable users with nearly - any level Python exposure. -- The [`Metrics`](simulation-api:metrics) class provides a - straightfoward interface for computing a wide variety of operational summary statistics - from performance to wind power plant financials. + any level of Python exposure. +- The [`Metrics`](simulation-api:metrics) class provides a straightforward interface for + computing a wide variety of operational summary statistics from performance to wind + power plant financials. ### Environmental Considerations -- Windspeed (m/s) and wave height (m) for the duration of a simulation (user-provided, +- Wind speed (m/s) and wave height (m) for the duration of a simulation (user-provided, hourly profile) - Reduced speed periods for animal migrations. This is primarily an offshore-focused feature, but can be defined at the simulation, port, or servicing equipment level @@ -37,13 +38,13 @@ a short listing of the core functionality that WOMBAT can provide. enforced between the starting and ending dates each year of the simulation. For more details, see the documentation pages for the [environment](core:environment), [port](core:port), - [unshcheduled servicing equipment](types:service-equipment:unscheduled), or + [unscheduled servicing equipment](types:service-equipment:unscheduled), or [scheduled servicing equipment](types:service-equipment:scheduled). -- Prohibited operation periods. This dictates periods of time where a site or port may +- Prohibited operation periods. This dictates periods of time when a site or port may be inaccessible, or when a piece of servicing equipment should not be allowed to be mobilized/dispatched. Similar to the speed reduction periods, `non_operational_start` and `non_operational_end` dictate an annual date range for when servicing equipment - can't be active, or a port or the whole site is inaccessible. The same documenation + can't be active, or a port or the whole site is inaccessible. The same documentation pages as above can be referenced for more details. ### System and Subassembly Modeling @@ -58,22 +59,23 @@ modeling assumptions as well as the basic operations of the maintenance and fail - `operation_reduction`: the percentage of degradation the triggering of this event cause - Failure - - Randomly samples from a Weibull distribution to determine the next failure + - Randomly samples from a Weibull distribution to determine the time to the next + failure - `operation_reduction`: the percentage of degradation the triggering of this event - cause - - `replacement`: if `True`, then all preceeding failures and maintenance tasks are + will cause + - `replacement`: if `True`, then all preceding failures and maintenance tasks are cancelled and the time until the next event is reset because a replacement is required, otherwise, each successive failure is added to the repair queue - Commonalities between Substations, Turbines, and Cables - Maintenance and Failures compose the actual "model" - `operating_level` provides the real degradation of a model, including if it is turned off for servicing - - `operating_level_wo_servicing` provides the operting level as if there were no - ongoing operations to know the potential operating operating + - `operating_level_wo_servicing` provides the operating level as if there were no + ongoing operations - Substations - Any failure or maintenance with an `operation_reduction` of 1 will turn off every upstream connected (and modeled) cable and turbine - - For subations that are connected by an export cable this, the upstream connections + - For substations that are connected by an export cable this, the upstream connections made from the export cable will not be considered upstream connections and therefore shutdown when a downstream substation has a failure - Array cables @@ -94,7 +96,7 @@ modeling assumptions as well as the basic operations of the maintenance and fail - Generally, repairs and maintenance tasks operate on a first-in, first-out basis with higher severity level `Maintenance.level` and `Failure.level` being addressed first. - Servicing equipment, however, can specify if they operate on a "severity" or "turbine" - basis that prioritizes focusing on either the highest serverity level first, or + basis that prioritizes focusing on either the highest severity level first, or a single system first, respectively. - Servicing Equipment: see [here](core:service-equipment) for complete details - Can either be modeled on a scheduled basis, such as a year-round schedule for onsite @@ -106,14 +108,20 @@ modeling assumptions as well as the basic operations of the maintenance and fail the mobilization is scheduled so that the equipment arrives at the site for the start of it's first scheduled day. - A wide range of generalized capabilities can be specified for various modeling - scenarios. - - RMT: remote (no actual equipment BUT no special implementation) - - DRN: drone + scenarios. It's important to note that outside of the "TOW" designation, there are + no specific implementations of functionality. - CTV: crew transfer vessel/vehicle - SCN: small crane (i.e., field support vessel) + - MCN: medium crane - LCN: large crane (i.e., heavy lift vessel) - CAB: cabling vessel/vehicle + - RMT: remote reset (no actual equipment BUT no special implementation) + - DRN: drone - DSV: diving support vessel + - VSG: vessel support group + - TOW: tugboat and support vessel (triggers the tow-to-port model) + - AHV: anchor handling vessel (special case that can be modeled from the port or + main simulation configuration) - Operating limits can be applied for both transiting and repair logic to ensure site safety is considered in the model. - Ports @@ -121,6 +129,16 @@ modeling assumptions as well as the basic operations of the maintenance and fail following additional capabilities: - TOW: tugboat or towing equipment - AHV: anchor handling vessel (tugboat that doesn't trigger tow-to-port) + - There are a few limitations to the tow-to-port model as follows: + - Port usage fees are only modeled by the single monthly access fee `equipment_rate`. + - Tugboats are not formally mobilized, so cost and vessel wait times are not + applied when a tow-to-port simulation is kicked off. + - Tugboats are called out on the first request from the requesting system, + regardless of the user encoding. + - All subsequent repair and maintenance requests following a "TOW" request will not + be addressed until the system is at the port. This can create a significant + backlog of repairs if there are not enough tugboats, crews, or active turbine + slots encoded at the port. - See the [API docs](core:port) for more details ## Examples and Validation Work @@ -131,5 +149,5 @@ Below are a few examples to get started, for users interested in the validation the [code-to-code comparison presentations](presentations:code-comparison), the notebooks generating [the most up-to-date results can be found in the main repository](https://github.com/WISDEM/WOMBAT/examples/), where there is a separate analysis for the -[Dinwoodie, et. al, 2015 comparison](https://github.com/WISDEM/WOMBAT/blob/main/examples/dinwoodie_validation.ipynb), +[Dinwoodie, et al., 2015 comparison](https://github.com/WISDEM/WOMBAT/blob/main/examples/dinwoodie_validation.ipynb), and for the [IEA Task 26, 2016 comparison](https://github.com/WISDEM/blob/main/WOMBAT/examples/iea_26_validation.ipynb). diff --git a/docs/examples/metrics_demonstration.md b/docs/examples/metrics_demonstration.md index 2410eabb..21a50cfa 100644 --- a/docs/examples/metrics_demonstration.md +++ b/docs/examples/metrics_demonstration.md @@ -13,6 +13,8 @@ kernelspec: (metrics-demo)= # Demonstration of the Available Metrics +[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/WISDEM/WOMBAT/main?filepath=examples) + For a complete list of metrics and their documentation, please see the API Metrics [documentation](simulation-api:metrics). @@ -20,6 +22,10 @@ This demonstration will rely on the results produced in the "How To" notebook an as an extension of the API documentation to show what the results will look like depending on what inputs are provided. +A Jupyter notebook of this tutorial can be run from +`examples/metrics_demonstration.ipynb` locally, or through +[binder](https://mybinder.org/v2/gh/WISDEM/WOMBAT/main?filepath=examples). + ```{code-cell} ipython3 :tags: ["output_scroll"] from pprint import pprint @@ -483,18 +489,6 @@ emissions_factors = { "idle at site": 0.5, "idle at port": 0.25, }, - "Crew Transfer Vessel 2": { - "transit": 4, - "maneuvering": 3, - "idle at site": 0.5, - "idle at port": 0.25, - }, - "Crew Transfer Vessel 3": { - "transit": 4, - "maneuvering": 3, - "idle at site": 0.5, - "idle at port": 0.25, - }, "Field Support Vessel": { "transit": 6, "maneuvering": 4, @@ -507,8 +501,24 @@ emissions_factors = { "idle at site": 1, "idle at port": 0.5, }, + "Diving Support Vessel": { + "transit": 4, + "maneuvering": 7, + "idle at site": 0.2, + "idle at port": 0.2, + }, + "Anchor Handling Vessel": { + "transit": 4, + "maneuvering": 3, + "idle at site": 1, + "idle at port": 0.25, + }, } +# Add in CTVs 2 through 7 +for i in range(2, 8): + emissions_factors[f"Crew Transfer Vessel {i}"] = emissions_factors[f"Crew Transfer Vessel 1"] + style(metrics.emissions(emissions_factors=emissions_factors, maneuvering_factor=0.075, port_engine_on_factor=0.20)) ``` diff --git a/docs/examples/strategy_demonstration.md b/docs/examples/strategy_demonstration.md index 9cbdd720..9b859f7c 100644 --- a/docs/examples/strategy_demonstration.md +++ b/docs/examples/strategy_demonstration.md @@ -12,8 +12,14 @@ kernelspec: # Servicing Strategies +[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/WISDEM/WOMBAT/main?filepath=examples) + In this example, we'll demonstrate the essential differences in scheduled servicing, unscheduled servicing, and tow-to-port repair strategies. Each of the examples demonstrated below will be based on the 2015 Dinwoodie, et al. paper, though the variations will be for demonstration purposes only. +A Jupyter notebook of this tutorial can be run from +`examples/strategy_demonstration.ipynb`locally, or through +[binder](https://mybinder.org/v2/gh/WISDEM/WOMBAT/main?filepath=examples). + ## WOMBAT Setup and Variables The vessels that will be changed in this demonstration are the field support vessel (FSV) with capability: "SCN", the heavy lift vessel (HLV) with capability: "LCN", and the tugboats, which have capability: "TOW". diff --git a/docs/presentations.md b/docs/presentations.md index 1e32562e..9d2182ed 100644 --- a/docs/presentations.md +++ b/docs/presentations.md @@ -41,7 +41,7 @@ of the model. This document serves as a demonstration of the capabilities of this work in reference to two major works to document simulated O&M results from various industry and research software systems. Here we compare our software to the published results from -Dinwoodie, et. al, 2015 [^dinwoodie2015reference] and IEA, 2016 [^smart2016iea]. +Dinwoodie, et al., 2015 [^dinwoodie2015reference] and IEA, 2016 [^smart2016iea].
{download}`presentation PDF <../presentation_material/code_comparison.pdf>` diff --git a/examples/dinwoodie_validation.ipynb b/examples/dinwoodie_validation.ipynb index ff05a246..daaf6e10 100644 --- a/examples/dinwoodie_validation.ipynb +++ b/examples/dinwoodie_validation.ipynb @@ -8,7 +8,7 @@ "\n", "National Renewable Energy Laboratory\\\n", "Rob Hammond\\\n", - "26 October 2023\n", + "1 July 2024\n", "\n", "**Note**: The results in this notebook will differ from those in prior versions quite significantly in some places due to the numerous logic changes that have both updated and improved the features provided by WOMBAT, and fixed previously unidentified bugs." ] @@ -30,7 +30,7 @@ "\n", "pd.set_option(\"display.max_rows\", 1000)\n", "pd.set_option(\"display.max_columns\", 1000)\n", - "pd.options.display.float_format = '{:,.2f}'.format" + "pd.options.display.float_format = \"{:,.2f}\".format" ] }, { @@ -99,7 +99,6 @@ " \"ctv utilization\": [],\n", " \"fsv utilization\": [],\n", " \"hlv utilization\": [],\n", - " \n", "}\n", "metrics_dict = {}" ] @@ -115,22 +114,22 @@ "name": "stdout", "output_type": "stream", "text": [ - " dinwoodie_base | 0.51 m\n", - " dinwoodie_more_ctvs | 0.63 m\n", - " dinwoodie_fewer_ctvs | 0.50 m\n", - " dinwoodie_more_techs | 0.49 m\n", - " dinwoodie_fewer_techs | 0.49 m\n", - " dinwoodie_failure_50 | 0.38 m\n", - " dinwoodie_failure_200 | 0.99 m\n", - " dinwoodie_no_hlvs | 0.42 m\n", - " dinwoodie_no_weather | 0.49 m\n", - " dinwoodie_historic_weather | 0.39 m\n", - " dinwoodie_manual_resets_only | 0.30 m\n", - " dinwoodie_minor_repairs_only | 0.24 m\n", - " dinwoodie_medium_repairs_only | 0.21 m\n", + " dinwoodie_base | 0.35 m\n", + " dinwoodie_more_ctvs | 0.37 m\n", + " dinwoodie_fewer_ctvs | 0.36 m\n", + " dinwoodie_more_techs | 0.37 m\n", + " dinwoodie_fewer_techs | 0.37 m\n", + " dinwoodie_failure_50 | 0.30 m\n", + " dinwoodie_failure_200 | 0.47 m\n", + " dinwoodie_no_hlvs | 0.37 m\n", + " dinwoodie_no_weather | 0.35 m\n", + " dinwoodie_historic_weather | 0.30 m\n", + " dinwoodie_manual_resets_only | 0.27 m\n", + " dinwoodie_minor_repairs_only | 0.23 m\n", + " dinwoodie_medium_repairs_only | 0.20 m\n", " dinwoodie_major_repairs_only | 0.19 m\n", - " dinwoodie_major_replacements_only | 0.20 m\n", - " dinwoodie_annual_service_only | 0.25 m\n" + " dinwoodie_major_replacements_only | 0.19 m\n", + " dinwoodie_annual_service_only | 0.24 m\n" ] } ], @@ -151,73 +150,72 @@ "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n", - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n", - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n", - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n", - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n", - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n", - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n", - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n", - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n", - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n", - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n", - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n", - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n", - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n", - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n", - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n" - ] - } - ], + "outputs": [], "source": [ "for config, metrics in metrics_dict.items():\n", " # Gather the results of interest\n", " years = metrics.events.year.unique().shape[0]\n", " mil = 1000000\n", - " \n", - " availability_time = metrics.time_based_availability(frequency=\"project\", by=\"windfarm\").values[0][0]\n", - " availability_production = metrics.production_based_availability(frequency=\"project\", by=\"windfarm\").values[0][0]\n", - " cf_net = metrics.capacity_factor(which=\"net\", frequency=\"project\", by=\"windfarm\").values[0][0]\n", - " cf_gross = metrics.capacity_factor(which=\"gross\", frequency=\"project\", by=\"windfarm\").values[0][0]\n", - " power_production = metrics.power_production(frequency=\"project\", by=\"windfarm\").values[0][0]\n", - " completion_rate = metrics.task_completion_rate(which=\"both\", frequency=\"project\").values[0][0]\n", + "\n", + " availability_time = metrics.time_based_availability(\n", + " frequency=\"project\", by=\"windfarm\"\n", + " ).values[0][0]\n", + " availability_production = metrics.production_based_availability(\n", + " frequency=\"project\", by=\"windfarm\"\n", + " ).values[0][0]\n", + " cf_net = metrics.capacity_factor(\n", + " which=\"net\", frequency=\"project\", by=\"windfarm\"\n", + " ).values[0][0]\n", + " cf_gross = metrics.capacity_factor(\n", + " which=\"gross\", frequency=\"project\", by=\"windfarm\"\n", + " ).values[0][0]\n", + " power_production = metrics.power_production(\n", + " frequency=\"project\", by=\"windfarm\"\n", + " ).values[0][0]\n", + " completion_rate = metrics.task_completion_rate(\n", + " which=\"both\", frequency=\"project\"\n", + " ).values[0][0]\n", " parts = metrics.events[[\"materials_cost\"]].sum().sum()\n", - " techs = metrics.project_fixed_costs(frequency=\"project\", resolution=\"low\").operations[0]\n", + " techs = metrics.project_fixed_costs(\n", + " frequency=\"project\", resolution=\"low\"\n", + " ).operations[0]\n", " total = metrics.events[[\"total_cost\"]].sum().sum()\n", - " \n", + "\n", " equipment = metrics.equipment_costs(frequency=\"project\", by_equipment=True)\n", " equipment_sum = equipment.sum().sum()\n", - " hlv = equipment[[el for el in equipment.columns if \"Heavy Lift Vessel\" in el]].sum().sum()\n", - " fsv = equipment[[el for el in equipment.columns if \"Field Support Vessel\" in el]].sum().sum()\n", - " ctv = equipment[[el for el in equipment.columns if \"Crew Transfer Vessel\" in el]].sum().sum()\n", - " \n", + " hlv = (\n", + " equipment[[el for el in equipment.columns if \"Heavy Lift Vessel\" in el]]\n", + " .sum()\n", + " .sum()\n", + " )\n", + " fsv = (\n", + " equipment[[el for el in equipment.columns if \"Field Support Vessel\" in el]]\n", + " .sum()\n", + " .sum()\n", + " )\n", + " ctv = (\n", + " equipment[[el for el in equipment.columns if \"Crew Transfer Vessel\" in el]]\n", + " .sum()\n", + " .sum()\n", + " )\n", + "\n", " utilization = metrics.service_equipment_utilization(frequency=\"project\")\n", - " hlv_ur = utilization[[el for el in utilization.columns if \"Heavy Lift Vessel\" in el]].mean().mean()\n", - " fsv_ur = utilization[[el for el in utilization.columns if \"Field Support Vessel\" in el]].mean().mean()\n", - " ctv_ur = utilization[[el for el in utilization.columns if \"Crew Transfer Vessel\" in el]].mean().mean()\n", - " \n", + " hlv_ur = (\n", + " utilization[[el for el in utilization.columns if \"Heavy Lift Vessel\" in el]]\n", + " .mean()\n", + " .mean()\n", + " )\n", + " fsv_ur = (\n", + " utilization[[el for el in utilization.columns if \"Field Support Vessel\" in el]]\n", + " .mean()\n", + " .mean()\n", + " )\n", + " ctv_ur = (\n", + " utilization[[el for el in utilization.columns if \"Crew Transfer Vessel\" in el]]\n", + " .mean()\n", + " .mean()\n", + " )\n", + "\n", " # Log the results of interest\n", " results[\"availability - time based\"].append(availability_time)\n", " results[\"availability - production based\"].append(availability_production)\n", @@ -244,12 +242,16 @@ "outputs": [], "source": [ "# Save the results\n", - "with open(DINWOODIE / \"results\" / \"results_dict_v0.9.0.yaml\", \"w\") as f:\n", + "with open(DINWOODIE / \"results\" / \"results_dict_v0.9.4.yaml\", \"w\") as f:\n", " yaml.dump(results, f, default_flow_style=False, sort_keys=False)\n", "\n", "# dataframe/csv format\n", - "results_df = pd.DataFrame(results.values(), columns=columns, index=results.keys()).fillna(0)\n", - "results_df.to_csv(DINWOODIE / \"results\" / \"results_data_v0.9.0.csv\", index_label=\"result\")" + "results_df = pd.DataFrame(\n", + " results.values(), columns=columns, index=results.keys()\n", + ").fillna(0)\n", + "results_df.to_csv(\n", + " DINWOODIE / \"results\" / \"results_data_v0.9.4.csv\", index_label=\"result\"\n", + ")" ] }, { @@ -301,31 +303,31 @@ " \n", " \n", " availability - time based\n", + " 0.97\n", + " 0.97\n", + " 0.97\n", + " 0.97\n", + " 0.97\n", + " 0.98\n", + " 0.96\n", + " 0.97\n", + " 0.98\n", + " 0.97\n", " 1.00\n", " 1.00\n", " 1.00\n", " 1.00\n", " 1.00\n", - " 1.00\n", - " 1.00\n", - " 1.00\n", - " 1.00\n", - " 1.00\n", - " 1.00\n", - " 1.00\n", - " 1.00\n", - " 1.00\n", - " 1.00\n", - " 1.00\n", + " 0.98\n", " \n", " \n", " availability - production based\n", " 0.97\n", - " 0.95\n", " 0.97\n", " 0.97\n", " 0.97\n", " 0.97\n", + " 0.98\n", " 0.96\n", " 0.97\n", " 0.00\n", @@ -340,11 +342,11 @@ " \n", " capacity factor - net\n", " 0.46\n", - " 0.45\n", " 0.46\n", " 0.46\n", " 0.46\n", " 0.46\n", + " 0.47\n", " 0.46\n", " 0.46\n", " 0.00\n", @@ -377,78 +379,78 @@ " \n", " \n", " power production\n", - " 9,684.66\n", - " 9,561.36\n", - " 9,684.66\n", - " 9,684.66\n", - " 9,684.66\n", - " 9,746.79\n", - " 9,634.81\n", + " 9,737.45\n", + " 9,741.23\n", + " 9,737.45\n", + " 9,737.45\n", + " 9,737.45\n", + " 9,814.63\n", + " 9,672.96\n", " 9,728.11\n", " 0.00\n", - " 7,836.99\n", + " 7,873.16\n", " 9,983.91\n", " 9,982.89\n", " 10,012.05\n", " 10,029.66\n", - " 10,017.99\n", + " 10,025.67\n", " 9,881.00\n", " \n", " \n", " task completion rate\n", - " 0.97\n", + " 1.00\n", + " 1.00\n", + " 1.00\n", + " 1.00\n", + " 1.00\n", + " 1.00\n", " 0.99\n", - " 0.97\n", - " 0.97\n", - " 0.97\n", " 1.00\n", - " 0.85\n", " 1.00\n", - " 0.98\n", - " 0.97\n", + " 1.00\n", " 1.00\n", " 1.00\n", " 1.00\n", " 0.91\n", - " 0.97\n", + " 0.95\n", " 1.00\n", " \n", " \n", " annual direct O&M cost\n", - " 16.96\n", - " 24.24\n", - " 16.96\n", - " 17.76\n", - " 16.16\n", - " 12.36\n", - " 32.68\n", + " 16.82\n", + " 19.22\n", + " 16.82\n", + " 17.62\n", + " 16.02\n", + " 10.40\n", + " 21.23\n", " 5.49\n", - " 17.25\n", - " 17.94\n", + " 15.03\n", + " 16.32\n", " 3.52\n", " 3.75\n", " 3.91\n", " 3.83\n", - " 14.00\n", + " 9.46\n", " 4.85\n", " \n", " \n", " annual vessel cost\n", - " 10.75\n", - " 13.75\n", - " 10.75\n", - " 10.75\n", - " 10.75\n", - " 7.37\n", - " 19.97\n", + " 10.72\n", + " 10.95\n", + " 10.72\n", + " 10.72\n", + " 10.72\n", + " 6.11\n", + " 13.47\n", " 1.92\n", - " 10.32\n", - " 11.27\n", + " 9.25\n", + " 10.56\n", " 1.92\n", " 1.92\n", " 1.92\n", " 2.08\n", - " 10.09\n", + " 6.49\n", " 1.92\n", " \n", " \n", @@ -472,16 +474,16 @@ " \n", " \n", " fsv cost\n", - " 0.30\n", - " 0.30\n", - " 0.30\n", - " 0.30\n", - " 0.30\n", - " 0.16\n", - " 0.64\n", - " 0.00\n", " 0.27\n", - " 0.31\n", + " 0.24\n", + " 0.27\n", + " 0.27\n", + " 0.27\n", + " 0.13\n", + " 0.41\n", + " 0.00\n", + " 0.24\n", + " 0.20\n", " 0.00\n", " 0.00\n", " 0.00\n", @@ -492,39 +494,39 @@ " \n", " hlv cost\n", " 8.53\n", - " 10.25\n", + " 7.51\n", " 8.53\n", " 8.53\n", " 8.53\n", - " 5.29\n", - " 17.41\n", + " 4.05\n", + " 11.14\n", " 0.00\n", - " 8.13\n", - " 9.04\n", + " 7.09\n", + " 8.44\n", " 0.00\n", " 0.00\n", " 0.00\n", " 0.00\n", - " 8.18\n", + " 4.57\n", " 0.00\n", " \n", " \n", " annual repair cost\n", - " 4.61\n", - " 6.49\n", - " 4.61\n", - " 4.61\n", - " 4.61\n", - " 3.39\n", - " 11.11\n", + " 4.50\n", + " 4.27\n", + " 4.50\n", + " 4.50\n", + " 4.50\n", + " 2.69\n", + " 6.16\n", " 1.97\n", - " 5.33\n", - " 5.08\n", + " 4.17\n", + " 4.16\n", " 0.00\n", " 0.23\n", " 0.39\n", " 0.15\n", - " 2.31\n", + " 1.37\n", " 1.33\n", " \n", " \n", @@ -568,7 +570,7 @@ " \n", " fsv utilization\n", " 0.93\n", - " 0.94\n", + " 0.93\n", " 0.93\n", " 0.93\n", " 0.93\n", @@ -576,7 +578,7 @@ " 0.94\n", " 0.00\n", " 0.93\n", - " 0.94\n", + " 0.93\n", " 0.00\n", " 0.00\n", " 0.00\n", @@ -587,15 +589,15 @@ " \n", " hlv utilization\n", " 0.93\n", - " 0.94\n", " 0.93\n", " 0.93\n", " 0.93\n", " 0.93\n", - " 0.95\n", - " 0.00\n", + " 0.92\n", " 0.93\n", + " 0.00\n", " 0.93\n", + " 0.94\n", " 0.00\n", " 0.00\n", " 0.00\n", @@ -609,58 +611,58 @@ ], "text/plain": [ " base more_ctvs fewer_ctvs more_techs \\\n", - "availability - time based 1.00 1.00 1.00 1.00 \n", - "availability - production based 0.97 0.95 0.97 0.97 \n", - "capacity factor - net 0.46 0.45 0.46 0.46 \n", + "availability - time based 0.97 0.97 0.97 0.97 \n", + "availability - production based 0.97 0.97 0.97 0.97 \n", + "capacity factor - net 0.46 0.46 0.46 0.46 \n", "capacity factor - gross 0.48 0.48 0.48 0.48 \n", - "power production 9,684.66 9,561.36 9,684.66 9,684.66 \n", - "task completion rate 0.97 0.99 0.97 0.97 \n", - "annual direct O&M cost 16.96 24.24 16.96 17.76 \n", - "annual vessel cost 10.75 13.75 10.75 10.75 \n", + "power production 9,737.45 9,741.23 9,737.45 9,737.45 \n", + "task completion rate 1.00 1.00 1.00 1.00 \n", + "annual direct O&M cost 16.82 19.22 16.82 17.62 \n", + "annual vessel cost 10.72 10.95 10.72 10.72 \n", "ctv cost 1.92 3.20 1.92 1.92 \n", - "fsv cost 0.30 0.30 0.30 0.30 \n", - "hlv cost 8.53 10.25 8.53 8.53 \n", - "annual repair cost 4.61 6.49 4.61 4.61 \n", + "fsv cost 0.27 0.24 0.27 0.27 \n", + "hlv cost 8.53 7.51 8.53 8.53 \n", + "annual repair cost 4.50 4.27 4.50 4.50 \n", "annual technician cost 1.60 4.00 1.60 2.40 \n", "ctv utilization 1.00 1.00 1.00 1.00 \n", - "fsv utilization 0.93 0.94 0.93 0.93 \n", - "hlv utilization 0.93 0.94 0.93 0.93 \n", + "fsv utilization 0.93 0.93 0.93 0.93 \n", + "hlv utilization 0.93 0.93 0.93 0.93 \n", "\n", " fewer_techs failure_50 failure_200 \\\n", - "availability - time based 1.00 1.00 1.00 \n", - "availability - production based 0.97 0.97 0.96 \n", - "capacity factor - net 0.46 0.46 0.46 \n", + "availability - time based 0.97 0.98 0.96 \n", + "availability - production based 0.97 0.98 0.96 \n", + "capacity factor - net 0.46 0.47 0.46 \n", "capacity factor - gross 0.48 0.48 0.48 \n", - "power production 9,684.66 9,746.79 9,634.81 \n", - "task completion rate 0.97 1.00 0.85 \n", - "annual direct O&M cost 16.16 12.36 32.68 \n", - "annual vessel cost 10.75 7.37 19.97 \n", + "power production 9,737.45 9,814.63 9,672.96 \n", + "task completion rate 1.00 1.00 0.99 \n", + "annual direct O&M cost 16.02 10.40 21.23 \n", + "annual vessel cost 10.72 6.11 13.47 \n", "ctv cost 1.92 1.92 1.92 \n", - "fsv cost 0.30 0.16 0.64 \n", - "hlv cost 8.53 5.29 17.41 \n", - "annual repair cost 4.61 3.39 11.11 \n", + "fsv cost 0.27 0.13 0.41 \n", + "hlv cost 8.53 4.05 11.14 \n", + "annual repair cost 4.50 2.69 6.16 \n", "annual technician cost 0.80 1.60 1.60 \n", "ctv utilization 1.00 1.00 1.00 \n", "fsv utilization 0.93 0.91 0.94 \n", - "hlv utilization 0.93 0.93 0.95 \n", + "hlv utilization 0.93 0.92 0.93 \n", "\n", " no_hlvs no_weather historic_weather \\\n", - "availability - time based 1.00 1.00 1.00 \n", + "availability - time based 0.97 0.98 0.97 \n", "availability - production based 0.97 0.00 0.97 \n", "capacity factor - net 0.46 0.00 0.47 \n", "capacity factor - gross 0.48 0.00 0.48 \n", - "power production 9,728.11 0.00 7,836.99 \n", - "task completion rate 1.00 0.98 0.97 \n", - "annual direct O&M cost 5.49 17.25 17.94 \n", - "annual vessel cost 1.92 10.32 11.27 \n", + "power production 9,728.11 0.00 7,873.16 \n", + "task completion rate 1.00 1.00 1.00 \n", + "annual direct O&M cost 5.49 15.03 16.32 \n", + "annual vessel cost 1.92 9.25 10.56 \n", "ctv cost 1.92 1.92 1.92 \n", - "fsv cost 0.00 0.27 0.31 \n", - "hlv cost 0.00 8.13 9.04 \n", - "annual repair cost 1.97 5.33 5.08 \n", + "fsv cost 0.00 0.24 0.20 \n", + "hlv cost 0.00 7.09 8.44 \n", + "annual repair cost 1.97 4.17 4.16 \n", "annual technician cost 1.60 1.60 1.60 \n", "ctv utilization 1.00 1.00 1.00 \n", - "fsv utilization 0.00 0.93 0.94 \n", - "hlv utilization 0.00 0.93 0.93 \n", + "fsv utilization 0.00 0.93 0.93 \n", + "hlv utilization 0.00 0.93 0.94 \n", "\n", " manual_resets_only minor_repairs_only \\\n", "availability - time based 1.00 1.00 \n", @@ -699,18 +701,18 @@ "hlv utilization 0.00 0.00 \n", "\n", " major_replacements_only annual_service_only \n", - "availability - time based 1.00 1.00 \n", + "availability - time based 1.00 0.98 \n", "availability - production based 1.00 0.99 \n", "capacity factor - net 0.48 0.47 \n", "capacity factor - gross 0.48 0.48 \n", - "power production 10,017.99 9,881.00 \n", - "task completion rate 0.97 1.00 \n", - "annual direct O&M cost 14.00 4.85 \n", - "annual vessel cost 10.09 1.92 \n", + "power production 10,025.67 9,881.00 \n", + "task completion rate 0.95 1.00 \n", + "annual direct O&M cost 9.46 4.85 \n", + "annual vessel cost 6.49 1.92 \n", "ctv cost 1.92 1.92 \n", "fsv cost 0.00 0.00 \n", - "hlv cost 8.18 0.00 \n", - "annual repair cost 2.31 1.33 \n", + "hlv cost 4.57 0.00 \n", + "annual repair cost 1.37 1.33 \n", "annual technician cost 1.60 1.60 \n", "ctv utilization 1.00 1.00 \n", "fsv utilization 0.00 0.00 \n", @@ -725,6 +727,13 @@ "source": [ "results_df" ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] } ], "metadata": { @@ -743,7 +752,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.9" + "version": "3.10.13" }, "vscode": { "interpreter": { diff --git a/examples/how_to.ipynb b/examples/how_to.ipynb index 989f9750..95f5a113 100644 --- a/examples/how_to.ipynb +++ b/examples/how_to.ipynb @@ -2,14 +2,19 @@ "cells": [ { "cell_type": "markdown", - "id": "8ed577cf", + "id": "38b97ce7", "metadata": {}, "source": [ "# How To Use WOMBAT\n", "\n", + "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/WISDEM/WOMBAT/main?filepath=examples)\n", + "\n", "This tutorial will walk through the setup, running, and results stages of a WOMBAT\n", "simulation while providing background information about how each component is related.\n", "\n", + "A Jupyter notebook of this tutorial can be run from `examples/how_to.ipynb` locally, or\n", + "through [binder](https://mybinder.org/v2/gh/WISDEM/WOMBAT/main?filepath=examples).\n", + "\n", "## Imports\n", "\n", "The following code block demonstrates a typical setup for working with WOMBAT and\n", @@ -19,7 +24,7 @@ { "cell_type": "code", "execution_count": 1, - "id": "812d3c58", + "id": "96cbe68e", "metadata": {}, "outputs": [], "source": [ @@ -42,7 +47,7 @@ }, { "cell_type": "markdown", - "id": "9f0ec905", + "id": "65c9c72d", "metadata": {}, "source": [ "## Defining the Simulation\n", @@ -503,7 +508,7 @@ { "cell_type": "code", "execution_count": 2, - "id": "fd14a1da", + "id": "389fef1a", "metadata": {}, "outputs": [], "source": [ @@ -512,7 +517,7 @@ }, { "cell_type": "markdown", - "id": "600b9998", + "id": "f19535f8", "metadata": {}, "source": [ "### The configuration file\n", @@ -532,7 +537,7 @@ { "cell_type": "code", "execution_count": 3, - "id": "4a9694a2", + "id": "e20ad9fc", "metadata": {}, "outputs": [], "source": [ @@ -541,7 +546,7 @@ }, { "cell_type": "markdown", - "id": "35f6f22c", + "id": "d28a8225", "metadata": {}, "source": [ "```{code-block} yaml\n", @@ -584,7 +589,7 @@ { "cell_type": "code", "execution_count": 4, - "id": "50c422c0", + "id": "8fb32a08", "metadata": {}, "outputs": [], "source": [ @@ -596,7 +601,7 @@ }, { "cell_type": "markdown", - "id": "3e127775", + "id": "ced34ced", "metadata": {}, "source": [ "### Option 2: `Simulation()`\n", @@ -618,7 +623,7 @@ { "cell_type": "code", "execution_count": 5, - "id": "cefd72cc", + "id": "938dd315", "metadata": {}, "outputs": [], "source": [ @@ -631,7 +636,7 @@ }, { "cell_type": "markdown", - "id": "b7df7f1a", + "id": "af12c929", "metadata": {}, "source": [ "### Seeding the simulation random variable\n", @@ -644,7 +649,7 @@ { "cell_type": "code", "execution_count": 6, - "id": "8b1cf9c6", + "id": "2dd71b72", "metadata": {}, "outputs": [], "source": [ @@ -665,7 +670,7 @@ }, { "cell_type": "markdown", - "id": "009714ed", + "id": "80123bb3", "metadata": {}, "source": [ "## Run the analysis\n", @@ -680,14 +685,14 @@ { "cell_type": "code", "execution_count": 7, - "id": "65b49d1d", + "id": "66d4003a", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Run time: 0.40 minutes\n" + "Run time: 0.34 minutes\n" ] } ], @@ -705,7 +710,7 @@ }, { "cell_type": "markdown", - "id": "e374a163", + "id": "c6d9bc67", "metadata": {}, "source": [ "## Metric computation\n", @@ -717,14 +722,14 @@ { "cell_type": "code", "execution_count": 8, - "id": "e3aa237c", + "id": "29e71844", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - " Net Capacity Factor: 46.0%\n", + " Net Capacity Factor: 46.3%\n", "Gross Capacity Factor: 47.7%\n" ] } @@ -743,16 +748,16 @@ { "cell_type": "code", "execution_count": 9, - "id": "addf39a3", + "id": "1aecc185", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - " Project time-based availability: 96.6%\n", - "Project energy-based availability: 96.5%\n", - " Project equipment costs: $447,712.09/MW\n" + " Project time-based availability: 97.0%\n", + "Project energy-based availability: 97.1%\n", + " Project equipment costs: $446,586.89/MW\n" ] } ], @@ -772,7 +777,7 @@ }, { "cell_type": "markdown", - "id": "b1b273c3", + "id": "5b7fd312", "metadata": {}, "source": [ "## Optional: Delete the logging files\n", @@ -785,7 +790,7 @@ { "cell_type": "code", "execution_count": 10, - "id": "a1d9557f", + "id": "7b54ae9c", "metadata": {}, "outputs": [], "source": [ @@ -819,24 +824,24 @@ }, "source_map": [ 10, - 22, - 38, - 494, - 496, - 511, - 513, - 551, - 557, - 574, - 580, - 588, - 602, - 612, - 622, - 630, - 637, - 648, - 656 + 27, + 43, + 499, + 501, + 516, + 518, + 556, + 562, + 579, + 585, + 593, + 607, + 617, + 627, + 635, + 642, + 653, + 661 ] }, "nbformat": 4, diff --git a/examples/iea_26_validation.ipynb b/examples/iea_26_validation.ipynb index 01767f11..7fdfb71d 100644 --- a/examples/iea_26_validation.ipynb +++ b/examples/iea_26_validation.ipynb @@ -8,7 +8,7 @@ "\n", "National Renewable Energy Laboratory\\\n", "Rob Hammond\\\n", - "26 October 2023\n", + "1 July 2024\n", "\n", "**Note**: As of v0.7, 100% reduction examples are no longer advised to be considered due to the more accurate downtime modeling, that render them invalid. With the full extent of bug fixes in v0.7, the availability is in the range of 0%-1%." ] @@ -30,7 +30,7 @@ "\n", "pd.set_option(\"display.max_rows\", 1000)\n", "pd.set_option(\"display.max_columns\", 1000)\n", - "pd.options.display.float_format = '{:,.2f}'.format" + "pd.options.display.float_format = \"{:,.2f}\".format" ] }, { @@ -111,10 +111,10 @@ "name": "stdout", "output_type": "stream", "text": [ - " iea_26_requests | 5.12 m\n", - " iea_26_one_mobilization | 2.89 m\n", - " iea_26_two_mobilizations | 4.32 m\n", - " iea_26_three_mobilizations | 4.77 m\n" + " iea_26_requests | 1.19 m\n", + " iea_26_one_mobilization | 1.11 m\n", + " iea_26_two_mobilizations | 1.11 m\n", + " iea_26_three_mobilizations | 1.11 m\n" ] } ], @@ -135,54 +135,84 @@ "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n", - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n", - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n", - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:740: FutureWarning: ._reduce will require a `keepdims` parameter in the future\n", - " costs = costs.fillna(costs.max(axis=0)).T\n" - ] - } - ], + "outputs": [], "source": [ "for config, metrics in metrics_dict.items():\n", - " \n", " # Gather the results of interest\n", " years = metrics.events.year.unique().shape[0]\n", " mil = 1000000\n", - " \n", - " availability = metrics.time_based_availability(frequency=\"project\", by=\"windfarm\").values[0][0]\n", - " availability_production = metrics.production_based_availability(frequency=\"project\", by=\"windfarm\").values[0][0]\n", - " cf_net = metrics.capacity_factor(which=\"net\", frequency=\"project\", by=\"windfarm\").values[0][0]\n", - " cf_gross = metrics.capacity_factor(which=\"gross\", frequency=\"project\", by=\"windfarm\").values[0][0]\n", - " power_production = metrics.power_production(frequency=\"project\", by=\"windfarm\").values[0][0]\n", - " completion_rate = metrics.task_completion_rate(which=\"both\", frequency=\"project\").values[0][0]\n", + "\n", + " availability = metrics.time_based_availability(\n", + " frequency=\"project\", by=\"windfarm\"\n", + " ).values[0][0]\n", + " availability_production = metrics.production_based_availability(\n", + " frequency=\"project\", by=\"windfarm\"\n", + " ).values[0][0]\n", + " cf_net = metrics.capacity_factor(\n", + " which=\"net\", frequency=\"project\", by=\"windfarm\"\n", + " ).values[0][0]\n", + " cf_gross = metrics.capacity_factor(\n", + " which=\"gross\", frequency=\"project\", by=\"windfarm\"\n", + " ).values[0][0]\n", + " power_production = metrics.power_production(\n", + " frequency=\"project\", by=\"windfarm\"\n", + " ).values[0][0]\n", + " completion_rate = metrics.task_completion_rate(\n", + " which=\"both\", frequency=\"project\"\n", + " ).values[0][0]\n", " parts = metrics.events[[\"materials_cost\"]].sum().sum()\n", - " techs = metrics.project_fixed_costs(frequency=\"project\", resolution=\"medium\").labor[0]\n", + " techs = metrics.project_fixed_costs(frequency=\"project\", resolution=\"medium\").labor[\n", + " 0\n", + " ]\n", " total = metrics.events[[\"total_cost\"]].sum().sum()\n", "\n", " equipment = metrics.equipment_costs(frequency=\"project\", by_equipment=True)\n", " equipment_sum = equipment.sum().sum()\n", - " ctv = equipment[[el for el in equipment.columns if \"Crew Transfer Vessel\" in el]].sum().sum()\n", - " hlv = equipment[[el for el in equipment.columns if \"Jack-up Vessel\" in el]].sum().sum()\n", - " dsv = equipment[[el for el in equipment.columns if \"Diving Support Vessel\" in el]].sum().sum()\n", - " cab = equipment[[el for el in equipment.columns if \"Cable Laying Vessel\" in el]].sum().sum()\n", + " ctv = (\n", + " equipment[[el for el in equipment.columns if \"Crew Transfer Vessel\" in el]]\n", + " .sum()\n", + " .sum()\n", + " )\n", + " hlv = (\n", + " equipment[[el for el in equipment.columns if \"Jack-up Vessel\" in el]]\n", + " .sum()\n", + " .sum()\n", + " )\n", + " dsv = (\n", + " equipment[[el for el in equipment.columns if \"Diving Support Vessel\" in el]]\n", + " .sum()\n", + " .sum()\n", + " )\n", + " cab = (\n", + " equipment[[el for el in equipment.columns if \"Cable Laying Vessel\" in el]]\n", + " .sum()\n", + " .sum()\n", + " )\n", "\n", " times = metrics.process_times()\n", " times = times / years / 24 / 100 # events per turbine and year\n", - " \n", + "\n", " utilization = metrics.service_equipment_utilization(frequency=\"project\")\n", - " ctv_ur = utilization[[el for el in utilization.columns if \"Crew Transfer Vessel\" in el]].mean().mean()\n", - " hlv_ur = utilization[[el for el in utilization.columns if \"Jack-up Vessel\" in el]].mean().mean()\n", - " dsv_ur = utilization[[el for el in utilization.columns if \"Diving Support Vessel\" in el]].mean().mean()\n", - " cab_ur = utilization[[el for el in utilization.columns if \"Cable Laying Vessel\" in el]].mean().mean()\n", + " ctv_ur = (\n", + " utilization[[el for el in utilization.columns if \"Crew Transfer Vessel\" in el]]\n", + " .mean()\n", + " .mean()\n", + " )\n", + " hlv_ur = (\n", + " utilization[[el for el in utilization.columns if \"Jack-up Vessel\" in el]]\n", + " .mean()\n", + " .mean()\n", + " )\n", + " dsv_ur = (\n", + " utilization[[el for el in utilization.columns if \"Diving Support Vessel\" in el]]\n", + " .mean()\n", + " .mean()\n", + " )\n", + " cab_ur = (\n", + " utilization[[el for el in utilization.columns if \"Cable Laying Vessel\" in el]]\n", + " .mean()\n", + " .mean()\n", + " )\n", "\n", " # Log the results of interest\n", " results[\"availability - time based\"].append(availability)\n", @@ -199,16 +229,38 @@ " results[\"hlv cost\"].append(hlv / mil / years)\n", " results[\"dsv cost\"].append(dsv / mil / years)\n", " results[\"cab cost\"].append(cab / mil / years)\n", - " results[\"manual reset\"].append(times.loc[times.index.intersection([\"manual reset\"]), \"downtime\"].sum())\n", - " results[\"minor repair\"].append(times.loc[times.index.intersection([\"minor repair\", ]), \"downtime\"].sum())\n", - " results[\"major repair\"].append(times.loc[times.index.intersection([\"major repair\"]), \"downtime\"].sum())\n", - " results[\"major replacement\"].append(times.loc[times.index.intersection([\"major replacement\"]), \"downtime\"].sum())\n", - " results[\"remote reset\"].append(times.loc[times.index.intersection([\"remote reset\"]), \"downtime\"].sum())\n", - " results[\"annual service\"].append(times.loc[times.index.intersection([\"annual service\"]), \"downtime\"].sum())\n", + " results[\"manual reset\"].append(\n", + " times.loc[times.index.intersection([\"manual reset\"]), \"downtime\"].sum()\n", + " )\n", + " results[\"minor repair\"].append(\n", + " times.loc[\n", + " times.index.intersection(\n", + " [\n", + " \"minor repair\",\n", + " ]\n", + " ),\n", + " \"downtime\",\n", + " ].sum()\n", + " )\n", + " results[\"major repair\"].append(\n", + " times.loc[times.index.intersection([\"major repair\"]), \"downtime\"].sum()\n", + " )\n", + " results[\"major replacement\"].append(\n", + " times.loc[times.index.intersection([\"major replacement\"]), \"downtime\"].sum()\n", + " )\n", + " results[\"remote reset\"].append(\n", + " times.loc[times.index.intersection([\"remote reset\"]), \"downtime\"].sum()\n", + " )\n", + " results[\"annual service\"].append(\n", + " times.loc[times.index.intersection([\"annual service\"]), \"downtime\"].sum()\n", + " )\n", " ix = [\n", - " \"substructure inspection\", \"substation inspection\",\n", - " \"small foundation/scour repair\", \"cable replacement\",\n", - " \"small transformer repair\", \"large transformer repair\"\n", + " \"substructure inspection\",\n", + " \"substation inspection\",\n", + " \"small foundation/scour repair\",\n", + " \"cable replacement\",\n", + " \"small transformer repair\",\n", + " \"large transformer repair\",\n", " ]\n", " results[\"bos\"].append(times.loc[times.index.intersection(ix), \"downtime\"].sum())\n", " results[\"total downtime\"].append(times.loc[:, \"downtime\"].sum())\n", @@ -226,12 +278,14 @@ "source": [ "# Save the results\n", "# pickled dictionary format\n", - "with open(IEA_26/ \"results\" / \"results_dict_v0.9.0.yaml\", \"w\") as f:\n", + "with open(IEA_26 / \"results\" / \"results_dict_v0.9.4.yaml\", \"w\") as f:\n", " yaml.dump(results, f, default_flow_style=False, sort_keys=False)\n", "\n", "# dataframe/csv format\n", - "results_df = pd.DataFrame(results.values(), columns=columns, index=results.keys()).fillna(0)\n", - "results_df.to_csv(IEA_26 / \"results\" / \"results_data_v0.9.0.csv\", index_label=\"result\")" + "results_df = pd.DataFrame(\n", + " results.values(), columns=columns, index=results.keys()\n", + ").fillna(0)\n", + "results_df.to_csv(IEA_26 / \"results\" / \"results_data_v0.9.4.csv\", index_label=\"result\")" ] }, { @@ -269,14 +323,14 @@ " \n", " \n", " availability - time based\n", - " 0.99\n", - " 0.99\n", - " 0.99\n", - " 1.00\n", + " 0.97\n", + " 0.97\n", + " 0.97\n", + " 0.97\n", " \n", " \n", " availability - production based\n", - " 0.96\n", + " 0.97\n", " 0.97\n", " 0.97\n", " 0.97\n", @@ -297,24 +351,24 @@ " \n", " \n", " power production\n", - " 39,739.11\n", - " 40,008.99\n", - " 39,893.26\n", - " 39,863.79\n", + " 39,878.41\n", + " 40,093.56\n", + " 40,048.55\n", + " 40,091.78\n", " \n", " \n", " task completion rate\n", - " 0.89\n", - " 0.89\n", - " 0.88\n", - " 0.88\n", + " 0.94\n", + " 0.94\n", + " 0.94\n", + " 0.94\n", " \n", " \n", " total annual costs\n", - " 32.35\n", - " 18.47\n", - " 25.47\n", - " 30.61\n", + " 21.84\n", + " 17.17\n", + " 21.80\n", + " 24.96\n", " \n", " \n", " technicians\n", @@ -325,17 +379,17 @@ " \n", " \n", " materials\n", - " 13.01\n", + " 7.20\n", + " 5.96\n", " 7.26\n", - " 10.76\n", - " 12.40\n", + " 7.14\n", " \n", " \n", " vessels\n", - " 16.33\n", - " 8.20\n", - " 11.71\n", - " 15.22\n", + " 11.63\n", + " 8.22\n", + " 11.53\n", + " 14.82\n", " \n", " \n", " ctv cost\n", @@ -346,17 +400,17 @@ " \n", " \n", " hlv cost\n", - " 13.08\n", - " 3.57\n", - " 7.08\n", - " 10.58\n", + " 8.38\n", + " 3.58\n", + " 6.90\n", + " 10.19\n", " \n", " \n", " dsv cost\n", " 0.52\n", - " 0.52\n", " 0.53\n", - " 0.52\n", + " 0.53\n", + " 0.53\n", " \n", " \n", " cab cost\n", @@ -367,59 +421,59 @@ " \n", " \n", " manual reset\n", - " 1.98\n", - " 5.11\n", - " 2.07\n", - " 0.94\n", + " 1.81\n", + " 1.77\n", + " 1.81\n", + " 1.81\n", " \n", " \n", " minor repair\n", - " 19.51\n", - " 9.32\n", - " 22.06\n", - " 20.76\n", + " 2.72\n", + " 2.74\n", + " 2.72\n", + " 2.69\n", " \n", " \n", " major repair\n", - " 2.93\n", - " 1.96\n", - " 2.75\n", - " 3.00\n", + " 1.11\n", + " 1.14\n", + " 1.12\n", + " 1.11\n", " \n", " \n", " major replacement\n", - " 1.58\n", - " 0.90\n", - " 1.70\n", - " 1.47\n", + " 0.42\n", + " 0.22\n", + " 0.29\n", + " 0.32\n", " \n", " \n", " remote reset\n", - " 17.30\n", - " 1.84\n", - " 11.18\n", - " 22.07\n", + " 0.64\n", + " 0.63\n", + " 0.65\n", + " 0.65\n", " \n", " \n", " annual service\n", - " 0.02\n", - " 0.13\n", - " 0.02\n", - " 0.03\n", + " 0.75\n", + " 0.76\n", + " 0.78\n", + " 0.78\n", " \n", " \n", " bos\n", - " 4.52\n", + " 4.53\n", + " 3.83\n", + " 3.83\n", " 3.83\n", - " 3.82\n", - " 3.82\n", " \n", " \n", " total downtime\n", - " 47.84\n", - " 23.08\n", - " 43.60\n", - " 52.09\n", + " 12.17\n", + " 11.26\n", + " 11.39\n", + " 11.39\n", " \n", " \n", " ctv utilization\n", @@ -430,17 +484,17 @@ " \n", " \n", " hlv utilization\n", - " 0.94\n", + " 0.91\n", " 0.95\n", - " 0.96\n", - " 0.96\n", + " 0.98\n", + " 0.99\n", " \n", " \n", " dsv utilization\n", " 1.00\n", - " 1.00\n", " 0.99\n", - " 1.00\n", + " 0.99\n", + " 0.98\n", " \n", " \n", " cab utilization\n", @@ -455,59 +509,59 @@ ], "text/plain": [ " requests one_mobilization \\\n", - "availability - time based 0.99 0.99 \n", - "availability - production based 0.96 0.97 \n", + "availability - time based 0.97 0.97 \n", + "availability - production based 0.97 0.97 \n", "capacity factor - net 0.57 0.57 \n", "capacity factor - gross 0.59 0.59 \n", - "power production 39,739.11 40,008.99 \n", - "task completion rate 0.89 0.89 \n", - "total annual costs 32.35 18.47 \n", + "power production 39,878.41 40,093.56 \n", + "task completion rate 0.94 0.94 \n", + "total annual costs 21.84 17.17 \n", "technicians 3.00 3.00 \n", - "materials 13.01 7.26 \n", - "vessels 16.33 8.20 \n", + "materials 7.20 5.96 \n", + "vessels 11.63 8.22 \n", "ctv cost 2.56 2.56 \n", - "hlv cost 13.08 3.57 \n", - "dsv cost 0.52 0.52 \n", + "hlv cost 8.38 3.58 \n", + "dsv cost 0.52 0.53 \n", "cab cost 0.17 1.55 \n", - "manual reset 1.98 5.11 \n", - "minor repair 19.51 9.32 \n", - "major repair 2.93 1.96 \n", - "major replacement 1.58 0.90 \n", - "remote reset 17.30 1.84 \n", - "annual service 0.02 0.13 \n", - "bos 4.52 3.83 \n", - "total downtime 47.84 23.08 \n", + "manual reset 1.81 1.77 \n", + "minor repair 2.72 2.74 \n", + "major repair 1.11 1.14 \n", + "major replacement 0.42 0.22 \n", + "remote reset 0.64 0.63 \n", + "annual service 0.75 0.76 \n", + "bos 4.53 3.83 \n", + "total downtime 12.17 11.26 \n", "ctv utilization 1.00 1.00 \n", - "hlv utilization 0.94 0.95 \n", - "dsv utilization 1.00 1.00 \n", + "hlv utilization 0.91 0.95 \n", + "dsv utilization 1.00 0.99 \n", "cab utilization 0.52 1.00 \n", "\n", " two_mobilizations three_mobilizations \n", - "availability - time based 0.99 1.00 \n", + "availability - time based 0.97 0.97 \n", "availability - production based 0.97 0.97 \n", "capacity factor - net 0.57 0.57 \n", "capacity factor - gross 0.59 0.59 \n", - "power production 39,893.26 39,863.79 \n", - "task completion rate 0.88 0.88 \n", - "total annual costs 25.47 30.61 \n", + "power production 40,048.55 40,091.78 \n", + "task completion rate 0.94 0.94 \n", + "total annual costs 21.80 24.96 \n", "technicians 3.00 3.00 \n", - "materials 10.76 12.40 \n", - "vessels 11.71 15.22 \n", + "materials 7.26 7.14 \n", + "vessels 11.53 14.82 \n", "ctv cost 2.56 2.56 \n", - "hlv cost 7.08 10.58 \n", - "dsv cost 0.53 0.52 \n", + "hlv cost 6.90 10.19 \n", + "dsv cost 0.53 0.53 \n", "cab cost 1.55 1.55 \n", - "manual reset 2.07 0.94 \n", - "minor repair 22.06 20.76 \n", - "major repair 2.75 3.00 \n", - "major replacement 1.70 1.47 \n", - "remote reset 11.18 22.07 \n", - "annual service 0.02 0.03 \n", - "bos 3.82 3.82 \n", - "total downtime 43.60 52.09 \n", + "manual reset 1.81 1.81 \n", + "minor repair 2.72 2.69 \n", + "major repair 1.12 1.11 \n", + "major replacement 0.29 0.32 \n", + "remote reset 0.65 0.65 \n", + "annual service 0.78 0.78 \n", + "bos 3.83 3.83 \n", + "total downtime 11.39 11.39 \n", "ctv utilization 1.00 1.00 \n", - "hlv utilization 0.96 0.96 \n", - "dsv utilization 0.99 1.00 \n", + "hlv utilization 0.98 0.99 \n", + "dsv utilization 0.99 0.98 \n", "cab utilization 1.00 1.00 " ] }, @@ -537,7 +591,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.9" + "version": "3.10.13" } }, "nbformat": 4, diff --git a/examples/metrics_demonstration.ipynb b/examples/metrics_demonstration.ipynb index 7d6bffe0..f41a46a7 100644 --- a/examples/metrics_demonstration.ipynb +++ b/examples/metrics_demonstration.ipynb @@ -2,24 +2,30 @@ "cells": [ { "cell_type": "markdown", - "id": "b9b09261", + "id": "f7996da6", "metadata": {}, "source": [ "(metrics-demo)=\n", "# Demonstration of the Available Metrics\n", "\n", + "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/WISDEM/WOMBAT/main?filepath=examples)\n", + "\n", "For a complete list of metrics and their documentation, please see the API Metrics\n", "[documentation](simulation-api:metrics).\n", "\n", "This demonstration will rely on the results produced in the \"How To\" notebook and serves\n", "as an extension of the API documentation to show what the results will look like\n", - "depending on what inputs are provided." + "depending on what inputs are provided.\n", + "\n", + "A Jupyter notebook of this tutorial can be run from\n", + "`examples/metrics_demonstration.ipynb` locally, or through\n", + "[binder](https://mybinder.org/v2/gh/WISDEM/WOMBAT/main?filepath=examples)." ] }, { "cell_type": "code", "execution_count": 1, - "id": "51677c7e", + "id": "b8011242", "metadata": { "tags": [ "output_scroll" @@ -49,7 +55,7 @@ }, { "cell_type": "markdown", - "id": "c6691650", + "id": "91713274", "metadata": {}, "source": [ "(metrics-demo:toc)=\n", @@ -99,7 +105,7 @@ { "cell_type": "code", "execution_count": 2, - "id": "64a446be", + "id": "0a07a974", "metadata": { "tags": [ "output_scroll" @@ -127,7 +133,7 @@ }, { "cell_type": "markdown", - "id": "7fb34740", + "id": "7e965a16", "metadata": {}, "source": [ "(metrics-demo:common-parameters)=\n", @@ -193,7 +199,7 @@ { "cell_type": "code", "execution_count": 3, - "id": "ab98df9f", + "id": "01bf12cb", "metadata": { "tags": [ "output_scroll" @@ -205,23 +211,23 @@ "text/html": [ "\n", - "\n", + "
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 windfarmwindfarm
00.8900.91
\n" ], "text/plain": [ - "" + "" ] }, "execution_count": 3, @@ -236,7 +242,7 @@ { "cell_type": "code", "execution_count": 4, - "id": "83e33b06", + "id": "71cd7b74", "metadata": { "tags": [ "output_scroll" @@ -248,23 +254,23 @@ "text/html": [ "\n", - "\n", + "
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 windfarmwindfarm
00.8900.91
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 windfarmwindfarm
year
20020.9520020.95
20030.8920030.88
20040.9020040.90
20050.9120050.92
20060.9020060.91
20070.9020070.89
20080.8920080.91
20090.9120090.91
20100.8620100.88
20110.8720110.92
20120.8920120.90
20130.8920130.93
20140.8920140.92
20150.9120150.93
20160.8820160.90
20170.8920170.89
20180.8920180.92
20190.8920190.92
20200.8920200.92
20210.8820210.86
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 windfarmwindfarm
month
10.8610.88
20.8720.86
30.8630.89
40.8440.83
50.8850.88
60.8960.91
70.9170.93
80.9380.95
90.9390.95
100.92100.94
110.92110.94
120.90120.92
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" \n", - " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", "
  windfarmwindfarm
year
200210.92200210.95
20.9520.94
30.9430.96
40.9640.96
50.9450.96
60.9560.94
70.9770.97
80.9780.98
90.9790.97
100.97100.96
110.94110.93
120.91120.92
200310.58200310.58
20.8520.83
30.9030.90
40.9040.90
50.9050.90
60.9060.90
70.9270.86
80.9780.96
90.9790.97
100.95100.96
110.94110.95
120.92120.89
200410.61200410.67
20.9020.80
30.9030.89
40.9040.90
50.9050.90
60.9060.90
70.9470.94
80.9780.98
90.9690.97
100.95100.97
110.96110.96
120.93120.92
200510.81200510.89
20.8520.86
30.8930.90
40.9040.90
50.9050.90
60.9160.90
70.9670.98
80.9780.97
90.9690.98
100.92100.91
110.94110.94
120.93120.95
200610.90200610.90
20.6920.84
30.8930.89
40.9040.89
50.9050.90
60.9060.90
70.9070.90
80.9080.93
90.9690.96
100.98100.96
110.94110.96
120.93120.93
200710.90200710.84
20.7820.65
30.9030.89
40.8940.90
50.9050.90
60.9060.90
70.8970.90
80.9080.92
90.9690.96
100.96100.96
110.93110.96
120.91120.94
200810.90200810.92
20.8720.78
30.7730.87
40.8840.93
50.8850.89
60.9060.90
70.9070.90
80.9080.90
90.9490.94
100.94100.96
110.93110.95
120.92120.94
200910.92200910.94
20.8220.69
30.9130.84
40.8940.92
50.9150.92
60.9260.93
70.9170.91
80.9480.95
90.9290.95
100.94100.95
110.91110.93
120.89120.93
201010.90201010.92
20.9020.90
30.8130.74
40.4240.62
50.9050.92
60.9060.91
70.9070.90
80.9480.95
90.9390.94
100.90100.92
110.89110.90
120.90120.94
201110.89201110.91
20.8920.94
30.5530.92
40.8340.86
50.9050.95
60.8960.94
70.9070.92
80.9280.91
90.9490.92
100.94100.93
110.92110.92
120.90120.93
201210.88201210.92
20.8920.91
30.8930.90
40.8640.65
50.8750.92
60.9060.91
70.8970.96
80.9080.92
90.8990.93
100.92100.91
110.92110.91
120.89120.89
201310.89201310.91
20.9020.90
30.8730.85
40.6740.92
50.8950.94
60.8960.93
70.9170.96
80.9580.96
90.9290.94
100.92100.91
110.95110.94
120.92120.95
201410.91201410.94
20.9020.93
30.8130.90
40.8440.79
50.8450.95
60.8960.90
70.9070.96
80.9580.97
90.9490.95
100.91100.92
110.91110.89
120.89120.89
201510.90201510.94
20.8920.92
30.8530.96
40.8940.78
50.8750.93
60.9160.96
70.9570.97
80.9780.96
90.9490.95
100.92100.94
110.90110.91
120.90120.90
201610.90201610.90
20.9020.90
30.9030.90
40.7640.65
50.8450.90
60.8960.92
70.8970.93
80.9080.97
90.9090.95
100.90100.94
110.88110.89
120.88120.89
201710.89201710.89
20.8920.89
30.8930.91
40.8940.61
50.8150.84
60.8960.90
70.8970.90
80.9080.96
90.9090.97
100.89100.93
110.90110.96
120.89120.92
201810.90201810.91
20.9020.91
30.9030.89
40.8440.84
50.8850.89
60.9060.91
70.9070.96
80.9080.96
90.9090.95
100.90100.96
110.89110.95
120.88120.91
201910.89201910.90
20.8720.89
30.9030.89
40.8340.85
50.8850.85
60.8960.93
70.9070.91
80.9080.97
90.9090.96
100.89100.96
110.92110.96
120.89120.93
202010.90202010.90
20.8920.90
30.9030.90
40.8440.91
50.8250.85
60.9060.96
70.9070.94
80.8980.96
90.9290.97
100.92100.95
110.91110.95
120.89120.90
202110.88202110.89
20.8920.90
30.8930.89
40.8940.89
50.8950.32
60.7560.85
70.8970.90
80.8980.94
90.9090.95
100.90100.92
110.90110.95
120.90120.96
\n" ], "text/plain": [ - "" + "" ] }, "execution_count": 8, @@ -1732,7 +1738,7 @@ }, { "cell_type": "markdown", - "id": "d0bdbb20", + "id": "8ed9b712", "metadata": {}, "source": [ "### Plotting Availability\n", @@ -1744,7 +1750,7 @@ { "cell_type": "code", "execution_count": 9, - "id": "de2d3ff8", + "id": "d1c59daf", "metadata": { "tags": [ "output_scroll" @@ -1753,7 +1759,7 @@ "outputs": [ { "data": { - "image/png": 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 Total Crew Hours at SeaCrew Transfer Vessel 1Crew Transfer Vessel 2Crew Transfer Vessel 3Crew Transfer Vessel 4Crew Transfer Vessel 5Crew Transfer Vessel 6Crew Transfer Vessel 7Heavy Lift VesselCable Laying VesselAnchor Handling TugDiving Support VesselTotal Crew Hours at SeaCrew Transfer Vessel 1Crew Transfer Vessel 2Crew Transfer Vessel 3Crew Transfer Vessel 4Crew Transfer Vessel 5Crew Transfer Vessel 6Crew Transfer Vessel 7Heavy Lift VesselAnchor Handling TugCable Laying VesselDiving Support Vessel
year
200225,851.951,432.411,456.671,602.481,544.951,575.551,845.631,722.217,217.372,916.244,538.440.00
200334,461.932,649.492,665.752,510.962,659.942,781.172,565.602,503.017,768.793,002.585,354.630.00
200435,447.572,583.722,419.912,607.322,480.402,590.222,450.862,566.417,668.142,397.80621.157,061.64
200533,118.982,500.272,817.802,485.432,449.522,696.832,687.212,671.207,956.921,212.072,935.642,706.09
200639,173.152,828.782,893.052,873.212,777.582,747.192,702.662,835.637,721.442,734.852,046.657,012.12
200737,533.962,901.442,957.713,086.053,052.833,098.382,990.313,004.207,323.841,238.973,956.243,924.00
200843,196.813,075.723,029.003,214.072,942.302,916.802,838.623,101.288,040.704,105.953,323.356,609.03
200940,113.553,068.723,057.462,943.213,140.483,138.642,952.322,904.557,451.812,056.814,019.485,380.07
201045,344.803,192.603,254.623,114.833,234.573,333.863,211.903,224.938,014.575,574.342,234.426,954.17
201145,270.753,284.743,072.613,213.123,250.903,252.253,112.323,349.657,461.325,321.634,404.325,547.88
201246,839.313,445.123,463.873,418.153,385.553,481.153,481.773,458.267,470.912,309.976,233.326,691.24
201345,101.383,252.043,403.523,329.463,447.273,108.863,394.013,187.848,037.422,925.014,665.336,350.62
201448,521.203,355.723,403.403,486.133,296.253,339.113,360.173,138.608,391.384,585.044,772.107,393.31
201544,623.643,101.853,145.183,005.513,052.743,081.763,222.973,100.218,180.692,469.405,996.676,266.65
201646,400.563,389.013,413.863,441.833,397.673,406.293,421.013,399.957,633.844,409.573,847.536,639.98
201750,678.603,863.493,846.743,859.683,878.333,894.243,843.013,858.927,967.941,642.826,677.487,345.96
201847,749.053,855.343,847.893,849.693,849.893,867.953,858.353,855.077,513.132,218.284,354.286,679.16
201949,143.093,862.393,876.383,835.923,903.123,926.673,841.213,921.927,939.981,438.774,915.587,681.14
202051,335.523,749.923,728.493,713.273,658.363,836.143,756.503,731.467,795.213,804.006,248.337,313.84
202148,852.103,627.133,631.393,643.043,630.803,633.093,664.383,618.927,863.891,443.477,270.176,825.83200221,363.211,512.971,304.901,603.491,486.721,203.381,439.481,712.967,599.272,207.501,292.540.00
200334,817.072,640.462,569.442,803.752,730.272,747.042,807.182,747.466,925.523,104.525,741.420.00
200438,050.172,432.132,394.242,355.722,408.252,429.602,434.212,433.737,885.363,644.183,571.286,061.47
200531,200.812,433.722,164.362,493.082,463.352,304.152,085.372,236.437,947.712,024.984,244.68802.97
200636,909.252,600.322,533.662,721.002,464.812,575.992,399.552,626.417,621.573,966.741,040.756,358.44
200729,540.862,566.522,309.652,401.542,630.192,331.172,344.882,425.137,335.552,869.502,326.730.00
200836,732.112,543.892,797.152,665.652,744.212,736.062,690.762,741.907,366.65961.452,903.476,580.92
200930,695.012,303.642,381.442,356.012,490.412,759.902,267.302,629.378,000.391,436.512,080.131,989.92
201039,609.092,567.862,554.032,445.862,413.892,481.832,372.452,640.117,607.473,461.905,189.725,873.97
201136,830.552,272.132,557.252,480.372,419.702,344.672,807.122,496.907,804.952,855.675,216.043,575.74
201238,160.902,575.172,664.802,379.932,529.632,543.152,609.482,503.197,809.214,214.353,281.995,050.01
201337,403.592,166.242,370.402,544.412,588.202,453.452,384.002,273.747,632.364,628.824,316.434,045.55
201434,529.462,107.702,077.842,383.042,491.412,249.702,387.702,427.727,768.654,454.191,702.624,478.89
201531,112.212,074.842,180.392,202.751,944.942,292.242,121.011,941.788,356.512,588.991,233.524,175.24
201633,530.532,528.562,502.342,352.252,599.322,498.182,416.172,499.097,165.602,924.372,340.453,704.20
201738,549.812,608.862,696.772,803.682,913.592,781.282,770.592,855.618,020.102,723.172,551.965,824.20
201832,676.182,258.982,297.912,481.512,152.892,483.832,327.562,307.017,715.112,634.962,436.943,579.49
201938,835.762,560.892,319.882,442.212,539.122,418.132,426.532,667.597,933.503,538.624,548.395,440.89
202033,221.752,465.742,422.592,227.282,390.442,577.122,410.282,290.528,038.523,507.41812.974,078.88
202136,942.332,822.372,700.272,648.542,683.842,658.872,880.672,726.157,207.111,498.003,189.435,927.08
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\n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", "
 total_towstotal_tows
0000
\n" ], "text/plain": [ - "" + "" ] }, "execution_count": 17, @@ -2616,7 +2614,7 @@ }, { "cell_type": "markdown", - "id": "35a1c9d7", + "id": "bb8381ee", "metadata": {}, "source": [ "(metrics-demo:labor-costs)=\n", @@ -2640,7 +2638,7 @@ { "cell_type": "code", "execution_count": 18, - "id": "ed1c36c3", + "id": "9e6d93e7", "metadata": { "tags": [ "output_scroll" @@ -2651,7 +2649,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Project total: $44,786.92/MW\n" + "Project total: $42,034.45/MW\n" ] } ], @@ -2664,7 +2662,7 @@ { "cell_type": "code", "execution_count": 19, - "id": "5fe2ef25", + "id": "26a9e9e8", "metadata": { "tags": [ "output_scroll" @@ -2676,27 +2674,27 @@ "text/html": [ "\n", - "\n", + "
\n", " \n", " \n", " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", "
 hourly_labor_costsalary_labor_costtotal_labor_costhourly_labor_costsalary_labor_costtotal_labor_cost
00.0053,744,299.3153,744,299.3100.0050,441,337.5750,441,337.57
\n" ], "text/plain": [ - "" + "" ] }, "execution_count": 19, @@ -2706,13 +2704,12 @@ ], "source": [ "# Project totals for each type of labor\n", - "# NOTE: this simulation relies on using a fixed labor cost, so this is still $0\n", "style(metrics.labor_costs(frequency=\"project\", by_type=True))" ] }, { "cell_type": "markdown", - "id": "2d579e62", + "id": "77b0984d", "metadata": {}, "source": [ "(metrics-demo:equipment-labor-costs)=\n", @@ -2752,7 +2749,7 @@ { "cell_type": "code", "execution_count": 20, - "id": "a6c8ddd4", + "id": "3d290a69", "metadata": { "tags": [ "output_scroll" @@ -2764,12 +2761,12 @@ "text/html": [ "\n", - "\n", + "
\n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", @@ -2779,50 +2776,50 @@ " \n", " \n", " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", "
 total_costtotal_hourstotal_costtotal_hours
reason
Maintenance36,815,444.66106,339.31Maintenance23,009,163.1072,324.00
Repair667,996,473.24206,727.17Repair604,661,543.43166,137.32
Crew Transfer9,348,073.9815,524.25Crew Transfer8,935,933.0011,187.75
Site Travel108,670,749.42156,639.30Site Travel97,444,114.44123,882.54
Mobilization148,480,000.00175,248.00Mobilization130,835,000.00145,512.00
Weather Delay1,530,466,256.29700,362.75Weather Delay1,405,105,588.93607,304.56
No Requests44,021,574.01184,968.41No Requests89,784,288.81394,278.88
Not in Shift40,649,826.69150,109.82Not in Shift27,738,791.26105,938.10
\n" ], "text/plain": [ - "" + "" ] }, "execution_count": 20, @@ -2838,7 +2835,7 @@ { "cell_type": "code", "execution_count": 21, - "id": "1e3b55d5", + "id": "9078bfbc", "metadata": { "tags": [ "output_scroll" @@ -2850,16 +2847,16 @@ "text/html": [ "\n", - "\n", + "
\n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", @@ -2873,82 +2870,82 @@ " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", "
 hourly_labor_costsalary_labor_costtotal_labor_costequipment_costtotal_costtotal_hourshourly_labor_costsalary_labor_costtotal_labor_costequipment_costtotal_costtotal_hours
reason
Maintenance03,299,845.413,299,845.4133,515,599.2536,815,444.66106,339.31
Repair09,865,414.609,865,414.60658,131,058.64667,996,473.24206,727.17
Crew Transfer0489,027.11489,027.118,859,046.889,348,073.9815,524.25
Site Travel05,044,445.115,044,445.11103,626,304.30108,670,749.42156,639.30
Mobilization00.000.00148,480,000.00148,480,000.00175,248.00
Weather Delay025,420,107.0925,420,107.091,505,046,149.201,530,466,256.29700,362.75
No Requests05,253,977.025,253,977.0238,767,596.9944,021,574.01184,968.41
Not in Shift04,371,482.964,371,482.9636,278,343.7340,649,826.69150,109.82Maintenance02,201,663.102,201,663.1020,807,500.0023,009,163.1072,324.00
Repair07,894,472.417,894,472.41596,767,071.01604,661,543.43166,137.32
Crew Transfer0349,630.91349,630.918,586,302.088,935,933.0011,187.75
Site Travel03,905,994.523,905,994.5293,538,119.9297,444,114.44123,882.54
Mobilization00.000.00130,835,000.00130,835,000.00145,512.00
Weather Delay021,845,837.1421,845,837.141,383,259,751.801,405,105,588.93607,304.56
No Requests011,189,811.4811,189,811.4878,594,477.3389,784,288.81394,278.88
Not in Shift03,053,928.013,053,928.0124,684,863.2627,738,791.26105,938.10
\n" ], "text/plain": [ - "" + "" ] }, "execution_count": 21, @@ -2963,7 +2960,7 @@ }, { "cell_type": "markdown", - "id": "8a603352", + "id": "6289f1bb", "metadata": {}, "source": [ "(metrics-demo:emissions)=\n", @@ -2988,19 +2985,19 @@ { "cell_type": "code", "execution_count": 22, - "id": "3903f7e1", + "id": "708967a7", "metadata": {}, "outputs": [ { "ename": "KeyError", - "evalue": "\"`emissions_factors` is missing the following keys: {'Anchor Handling Tug', 'Crew Transfer Vessel 5', 'Crew Transfer Vessel 4', 'Cable Laying Vessel', 'Diving Support Vessel', 'Crew Transfer Vessel 7', 'Crew Transfer Vessel 6'}\"", + "evalue": "\"`emissions_factors` is missing the following keys: {'Cable Laying Vessel', 'Anchor Handling Tug'}\"", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mKeyError\u001b[0m Traceback (most recent call last)", - "Cell \u001b[0;32mIn[22], line 35\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[38;5;66;03m# Create the emissions factors, in tons per hour\u001b[39;00m\n\u001b[1;32m 2\u001b[0m emissions_factors \u001b[38;5;241m=\u001b[39m {\n\u001b[1;32m 3\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mCrew Transfer Vessel 1\u001b[39m\u001b[38;5;124m\"\u001b[39m: {\n\u001b[1;32m 4\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtransit\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;241m4\u001b[39m,\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 32\u001b[0m },\n\u001b[1;32m 33\u001b[0m }\n\u001b[0;32m---> 35\u001b[0m style(\u001b[43mmetrics\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43memissions\u001b[49m\u001b[43m(\u001b[49m\u001b[43memissions_factors\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43memissions_factors\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmaneuvering_factor\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;241;43m0.075\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mport_engine_on_factor\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;241;43m0.20\u001b[39;49m\u001b[43m)\u001b[49m)\n", - "File \u001b[0;32m~/GitHub_Public/WOMBAT/wombat/core/post_processor.py:1526\u001b[0m, in \u001b[0;36mMetrics.emissions\u001b[0;34m(self, emissions_factors, maneuvering_factor, port_engine_on_factor)\u001b[0m\n\u001b[1;32m 1491\u001b[0m \u001b[38;5;250m\u001b[39m\u001b[38;5;124;03m\"\"\"Calculates the emissions, typically in tons, per hour of operations for\u001b[39;00m\n\u001b[1;32m 1492\u001b[0m \u001b[38;5;124;03mtransiting, maneuvering (calculated as a % of transiting), idling at the site\u001b[39;00m\n\u001b[1;32m 1493\u001b[0m \u001b[38;5;124;03m(repairs, crew transfer, weather delays), and idling at port (weather delays),\u001b[39;00m\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 1521\u001b[0m \u001b[38;5;124;03m equipment definition in ``emissions_factors``.\u001b[39;00m\n\u001b[1;32m 1522\u001b[0m \u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m 1523\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m missing \u001b[38;5;241m:=\u001b[39m \u001b[38;5;28mset\u001b[39m(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mservice_equipment_names)\u001b[38;5;241m.\u001b[39mdifference(\n\u001b[1;32m 1524\u001b[0m [\u001b[38;5;241m*\u001b[39memissions_factors]\n\u001b[1;32m 1525\u001b[0m ):\n\u001b[0;32m-> 1526\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mKeyError\u001b[39;00m(\n\u001b[1;32m 1527\u001b[0m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m`emissions_factors` is missing the following keys: \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mmissing\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 1528\u001b[0m )\n\u001b[1;32m 1530\u001b[0m valid_categories \u001b[38;5;241m=\u001b[39m (\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtransit\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mmaneuvering\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124midle at port\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124midle at site\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m 1531\u001b[0m emissions_categories \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mlist\u001b[39m(\n\u001b[1;32m 1532\u001b[0m chain(\u001b[38;5;241m*\u001b[39m[[\u001b[38;5;241m*\u001b[39mval] \u001b[38;5;28;01mfor\u001b[39;00m val \u001b[38;5;129;01min\u001b[39;00m emissions_factors\u001b[38;5;241m.\u001b[39mvalues()])\n\u001b[1;32m 1533\u001b[0m )\n", - "\u001b[0;31mKeyError\u001b[0m: \"`emissions_factors` is missing the following keys: {'Anchor Handling Tug', 'Crew Transfer Vessel 5', 'Crew Transfer Vessel 4', 'Cable Laying Vessel', 'Diving Support Vessel', 'Crew Transfer Vessel 7', 'Crew Transfer Vessel 6'}\"" + "Cell \u001b[0;32mIn[22], line 39\u001b[0m\n\u001b[1;32m 36\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m i \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mrange\u001b[39m(\u001b[38;5;241m2\u001b[39m, \u001b[38;5;241m8\u001b[39m):\n\u001b[1;32m 37\u001b[0m emissions_factors[\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mCrew Transfer Vessel \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mi\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m] \u001b[38;5;241m=\u001b[39m emissions_factors[\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mCrew Transfer Vessel 1\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n\u001b[0;32m---> 39\u001b[0m style(\u001b[43mmetrics\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43memissions\u001b[49m\u001b[43m(\u001b[49m\u001b[43memissions_factors\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43memissions_factors\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmaneuvering_factor\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;241;43m0.075\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mport_engine_on_factor\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;241;43m0.20\u001b[39;49m\u001b[43m)\u001b[49m)\n", + "File \u001b[0;32m~/GitHub_Public/WOMBAT/wombat/core/post_processor.py:1532\u001b[0m, in \u001b[0;36mMetrics.emissions\u001b[0;34m(self, emissions_factors, maneuvering_factor, port_engine_on_factor)\u001b[0m\n\u001b[1;32m 1497\u001b[0m \u001b[38;5;250m\u001b[39m\u001b[38;5;124;03m\"\"\"Calculates the emissions, typically in tons, per hour of operations for\u001b[39;00m\n\u001b[1;32m 1498\u001b[0m \u001b[38;5;124;03mtransiting, maneuvering (calculated as a % of transiting), idling at the site\u001b[39;00m\n\u001b[1;32m 1499\u001b[0m \u001b[38;5;124;03m(repairs, crew transfer, weather delays), and idling at port (weather delays),\u001b[39;00m\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 1527\u001b[0m \u001b[38;5;124;03m equipment definition in ``emissions_factors``.\u001b[39;00m\n\u001b[1;32m 1528\u001b[0m \u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m 1529\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m missing \u001b[38;5;241m:=\u001b[39m \u001b[38;5;28mset\u001b[39m(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mservice_equipment_names)\u001b[38;5;241m.\u001b[39mdifference(\n\u001b[1;32m 1530\u001b[0m [\u001b[38;5;241m*\u001b[39memissions_factors]\n\u001b[1;32m 1531\u001b[0m ):\n\u001b[0;32m-> 1532\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mKeyError\u001b[39;00m(\n\u001b[1;32m 1533\u001b[0m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m`emissions_factors` is missing the following keys: \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mmissing\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 1534\u001b[0m )\n\u001b[1;32m 1536\u001b[0m valid_categories \u001b[38;5;241m=\u001b[39m (\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtransit\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mmaneuvering\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124midle at port\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124midle at site\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m 1537\u001b[0m emissions_categories \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mlist\u001b[39m(\n\u001b[1;32m 1538\u001b[0m chain(\u001b[38;5;241m*\u001b[39m[[\u001b[38;5;241m*\u001b[39mval] \u001b[38;5;28;01mfor\u001b[39;00m val \u001b[38;5;129;01min\u001b[39;00m emissions_factors\u001b[38;5;241m.\u001b[39mvalues()])\n\u001b[1;32m 1539\u001b[0m )\n", + "\u001b[0;31mKeyError\u001b[0m: \"`emissions_factors` is missing the following keys: {'Cable Laying Vessel', 'Anchor Handling Tug'}\"" ] } ], @@ -3013,18 +3010,6 @@ " \"idle at site\": 0.5,\n", " \"idle at port\": 0.25,\n", " },\n", - " \"Crew Transfer Vessel 2\": {\n", - " \"transit\": 4,\n", - " \"maneuvering\": 3,\n", - " \"idle at site\": 0.5,\n", - " \"idle at port\": 0.25,\n", - " },\n", - " \"Crew Transfer Vessel 3\": {\n", - " \"transit\": 4,\n", - " \"maneuvering\": 3,\n", - " \"idle at site\": 0.5,\n", - " \"idle at port\": 0.25,\n", - " },\n", " \"Field Support Vessel\": {\n", " \"transit\": 6,\n", " \"maneuvering\": 4,\n", @@ -3037,8 +3022,26 @@ " \"idle at site\": 1,\n", " \"idle at port\": 0.5,\n", " },\n", + " \"Diving Support Vessel\": {\n", + " \"transit\": 4,\n", + " \"maneuvering\": 7,\n", + " \"idle at site\": 0.2,\n", + " \"idle at port\": 0.2,\n", + " },\n", + " \"Anchor Handling Vessel\": {\n", + " \"transit\": 4,\n", + " \"maneuvering\": 3,\n", + " \"idle at site\": 1,\n", + " \"idle at port\": 0.25,\n", + " },\n", "}\n", "\n", + "# Add in CTVs 2 through 7\n", + "for i in range(2, 8):\n", + " emissions_factors[f\"Crew Transfer Vessel {i}\"] = emissions_factors[\n", + " f\"Crew Transfer Vessel 1\"\n", + " ]\n", + "\n", "style(\n", " metrics.emissions(\n", " emissions_factors=emissions_factors,\n", @@ -3050,7 +3053,7 @@ }, { "cell_type": "markdown", - "id": "6ebaf929", + "id": "831dad13", "metadata": {}, "source": [ "(metrics-demo:component-costs)=\n", @@ -3086,7 +3089,7 @@ { "cell_type": "code", "execution_count": 23, - "id": "76ee4de2", + "id": "b58bdcf3", "metadata": { "tags": [ "output_scroll" @@ -3098,11 +3101,11 @@ "text/html": [ "\n", - "\n", + "
\n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -3111,46 +3114,46 @@ " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", "
 total_costtotal_cost
component
cable168,944,239.91cable173,497,311.54
drive_train112,775,781.58drive_train197,920,369.81
electrical_system1,376,501,329.52electrical_system1,182,883,218.92
generator328,629,578.61generator310,505,048.96
hydraulic_system33,607,633.35hydraulic_system42,471,233.81
rotor_blades40,558,869.28rotor_blades65,455,784.46
supporting_structure382,755,984.78supporting_structure224,737,543.40
transformer1,091,403.91transformer1,416,395.82
yaw_system23,832,256.35yaw_system20,569,740.25
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  materials_costtotal_labor_costequipment_costtotal_costmaterials_costtotal_labor_costequipment_costtotal_cost
component
cabledelay0.002,791,032.2095,504,797.4898,295,829.68cabledelay0.002,790,223.0495,477,109.2898,267,332.32
maintenance0.0019,726.20675,000.00694,726.20maintenance0.0017,534.40600,000.00617,534.40
repair0.001,665,734.7956,998,863.7258,664,598.51repair0.001,791,708.6061,309,492.1963,101,200.79
drive_traindelay0.00609,098.8267,858,969.8268,468,068.64drive_traindelay0.00925,778.58141,986,836.22142,912,614.80
maintenance0.000.000.000.00maintenance0.000.000.000.00
repair0.00246,705.2337,111,657.8937,358,363.12repair0.00254,211.0043,542,081.0243,796,292.02
electrical_systemdelay0.006,902,718.51946,322,295.19953,225,013.70electrical_systemdelay0.005,049,811.08798,321,726.62803,371,537.71
maintenance0.000.000.000.00maintenance0.000.000.000.00
repair0.002,241,396.78361,466,405.62363,707,802.40repair0.001,681,953.02322,308,715.74323,990,668.76
generatordelay0.004,515,262.06218,887,161.67223,402,423.73generatordelay0.004,766,232.63202,126,992.19206,893,224.82
maintenance0.001,032,337.805,495,000.006,527,337.80maintenance0.00942,912.365,019,000.005,961,912.36
repair0.00608,875.0376,063,956.3776,672,831.39repair0.00565,034.3774,742,891.1275,307,925.49
hydraulic_systemdelay0.003,281,864.9218,262,239.2521,544,104.17hydraulic_systemdelay0.003,335,531.7325,260,811.9828,596,343.71
maintenance0.000.000.000.00maintenance0.000.000.000.00
repair0.00874,567.075,543,227.756,417,794.83repair0.00876,792.067,331,112.758,207,904.81
rotor_bladesdelay0.001,209,310.7519,167,255.4520,376,566.20rotor_bladesdelay0.001,473,178.4034,734,779.5236,207,957.92
maintenance0.000.000.000.00maintenance0.000.000.000.00
repair0.00350,468.8213,587,375.0013,937,843.82repair0.00416,880.3619,908,375.0020,325,255.36
supporting_structuredelay0.0010,031,603.13158,296,912.25168,328,515.38supporting_structuredelay0.006,037,563.7596,931,904.29102,969,468.04
maintenance0.002,222,794.8927,212,599.2529,435,394.14maintenance0.001,216,229.8215,055,500.0016,271,729.82
repair0.003,791,720.92101,680,530.62105,472,251.55repair0.002,212,595.3660,948,361.5363,160,956.89
transformerdelay0.00115,833.66616,567.51732,401.16transformerdelay0.00143,438.63763,505.21906,943.84
maintenance0.0024,986.52133,000.00157,986.52maintenance0.0024,986.52133,000.00157,986.52
repair0.001,972.6210,500.0012,472.62repair0.004,931.5526,250.0031,181.55
yaw_systemdelay0.00333,255.5116,399,721.8216,732,977.33yaw_systemdelay0.00376,845.2912,334,764.5512,711,609.84
maintenance0.000.000.000.00maintenance0.000.000.000.00
repair0.0083,973.345,668,541.675,752,515.00repair0.0090,366.096,649,791.676,740,157.75
\n" ], "text/plain": [ - "" + "" ] }, "execution_count": 24, @@ -3415,7 +3418,7 @@ }, { "cell_type": "markdown", - "id": "26401008", + "id": "17e8a4bc", "metadata": {}, "source": [ "(metrics-demo:fixed-costs)=\n", @@ -3438,7 +3441,7 @@ { "cell_type": "code", "execution_count": 25, - "id": "1f97b10f", + "id": "944d7e44", "metadata": { "tags": [ "output_scroll" @@ -3473,7 +3476,7 @@ }, { "cell_type": "markdown", - "id": "6238c5be", + "id": "4035c4e0", "metadata": {}, "source": [ "**Example Usage**:" @@ -3482,7 +3485,7 @@ { "cell_type": "code", "execution_count": 26, - "id": "5792d5b3", + "id": "a1d1c333", "metadata": { "tags": [ "output_scroll" @@ -3494,23 +3497,23 @@ "text/html": [ "\n", - "\n", + "
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 operationsoperations
00.0000.00
\n" ], "text/plain": [ - "" + "" ] }, "execution_count": 26, @@ -3528,7 +3531,7 @@ { "cell_type": "code", "execution_count": 27, - "id": "0a057348", + "id": "831c8676", "metadata": { "tags": [ "output_scroll" @@ -3540,35 +3543,35 @@ "text/html": [ "\n", - "\n", + "
\n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", "
 operations_management_administrationinsuranceannual_leases_feesoperating_facilitiesenvironmental_health_safety_monitoringonshore_electrical_maintenancelaboroperations_management_administrationinsuranceannual_leases_feesoperating_facilitiesenvironmental_health_safety_monitoringonshore_electrical_maintenancelabor
00.000.000.000.000.000.000.0000.000.000.000.000.000.000.00
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 project_management_administrationmarine_managementweather_forecastingcondition_monitoringbrokers_feeoperations_all_riskbusiness_interruptionthird_party_liabilitystorm_coveragesubmerge_land_lease_coststransmission_charges_rightsoperating_facilitiesenvironmental_health_safety_monitoringonshore_electrical_maintenancelaborproject_management_administrationmarine_managementweather_forecastingcondition_monitoringbrokers_feeoperations_all_riskbusiness_interruptionthird_party_liabilitystorm_coveragesubmerge_land_lease_coststransmission_charges_rightsoperating_facilitiesenvironmental_health_safety_monitoringonshore_electrical_maintenancelabor
00.000.000.000.000.000.000.000.000.000.000.000.000.000.000.0000.000.000.000.000.000.000.000.000.000.000.000.000.000.000.00
\n" ], "text/plain": [ - "" + "" ] }, "execution_count": 28, @@ -3655,7 +3658,7 @@ }, { "cell_type": "markdown", - "id": "7526bfcc", + "id": "e728c386", "metadata": {}, "source": [ "(metrics-demo:opex)=\n", @@ -3681,7 +3684,7 @@ { "cell_type": "code", "execution_count": 29, - "id": "11b7c7b1", + "id": "fff9080c", "metadata": { "tags": [ "output_scroll" @@ -3692,7 +3695,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:1955: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:1963: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", " port_fees = port_fees.fillna(0)\n" ] }, @@ -3701,11 +3704,11 @@ "text/html": [ "\n", - "\n", + "
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 OpExOpEx
year
2002113,598,124.122002104,040,088.03
2003122,246,357.022003125,715,088.36
2004124,614,791.942004122,053,489.52
2005107,527,455.352005120,729,944.65
2006130,310,342.242006130,618,459.76
2007126,208,865.462007112,363,304.47
2008138,665,249.112008124,276,257.38
2009129,721,618.302009105,944,409.59
2010141,229,879.352010142,308,206.17
2011145,934,295.892011136,395,128.64
2012144,178,514.622012134,383,819.26
2013134,276,112.922013135,430,620.10
2014138,735,787.402014117,128,952.04
2015134,538,631.982015111,067,657.03
2016142,827,334.012016114,676,243.77
2017138,136,686.582017115,555,646.61
2018134,747,955.502018118,133,369.94
2019136,328,393.392019131,188,412.44
2020138,523,180.392020115,753,879.42
2021138,859,258.742021122,320,305.79
\n" ], "text/plain": [ - "" + "" ] }, "execution_count": 29, @@ -3812,7 +3815,7 @@ { "cell_type": "code", "execution_count": 30, - "id": "6097441f", + "id": "1d10b9ad", "metadata": { "tags": [ "output_scroll" @@ -3823,7 +3826,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:1955: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:1963: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", " port_fees = port_fees.fillna(0)\n" ] }, @@ -3832,16 +3835,16 @@ "text/html": [ "\n", - "\n", + "
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 operationsport_feesequipment_costtotal_labor_costmaterials_costOpExoperationsport_feesequipment_costtotal_labor_costmaterials_costOpEx
year
20020.000107,650,982.662,383,069.463,564,072.00113,598,124.12
20030.000116,762,568.442,528,948.582,954,840.00122,246,357.02
20040.000119,505,372.552,526,107.392,583,312.00124,614,791.94
20050.000102,732,323.222,325,800.132,469,332.00107,527,455.35
20060.000125,327,485.922,595,776.322,387,080.00130,310,342.24
20070.000120,191,358.522,477,406.943,540,100.00126,208,865.46
20080.000132,628,107.462,762,441.653,274,700.00138,665,249.11
20090.000123,619,230.612,535,787.693,566,600.00129,721,618.30
20100.000135,641,507.382,869,071.982,719,300.00141,229,879.35
20110.000138,240,108.222,955,587.674,738,600.00145,934,295.89
20120.000136,421,718.142,890,796.484,866,000.00144,178,514.62
20130.000127,743,849.782,665,963.133,866,300.00134,276,112.92
20140.000132,110,354.662,799,832.733,825,600.00138,735,787.40
20150.000126,540,713.872,708,918.115,289,000.00134,538,631.98
20160.000137,072,319.672,928,614.342,826,400.00142,827,334.01
20170.000131,655,971.782,823,514.803,657,200.00138,136,686.58
20180.000128,261,256.472,677,099.033,809,600.00134,747,955.50
20190.000128,504,414.902,645,778.495,178,200.00136,328,393.39
20200.000131,016,567.822,850,112.574,656,500.00138,523,180.39
20210.000131,077,886.902,793,671.844,987,700.00138,859,258.7420020.000100,376,196.762,143,271.271,520,620.00104,040,088.03
20030.000120,916,998.992,638,637.382,159,452.00125,715,088.36
20040.000116,203,998.852,698,806.673,150,684.00122,053,489.52
20050.000115,085,526.092,422,446.563,221,972.00120,729,944.65
20060.000125,644,073.712,529,446.052,444,940.00130,618,459.76
20070.000107,329,074.502,333,537.962,700,692.00112,363,304.47
20080.000119,606,945.632,532,691.762,136,620.00124,276,257.38
20090.000102,224,278.672,219,050.921,501,080.00105,944,409.59
20100.000135,637,157.142,896,949.043,774,100.00142,308,206.17
20110.000130,590,946.082,781,682.563,022,500.00136,395,128.64
20120.000127,951,944.412,683,074.853,748,800.00134,383,819.26
20130.000128,793,113.932,754,890.173,882,616.00135,430,620.10
20140.000112,141,823.232,497,212.812,489,916.00117,128,952.04
20150.000105,817,520.462,323,584.572,926,552.00111,067,657.03
20160.000110,728,306.602,450,597.171,497,340.00114,676,243.77
20170.000110,875,829.632,451,876.982,227,940.00115,555,646.61
20180.000113,133,490.022,442,739.922,557,140.00118,133,369.94
20190.000125,341,528.962,756,959.483,089,924.00131,188,412.44
20200.000110,768,503.522,386,103.902,599,272.00115,753,879.42
20210.000117,905,828.242,497,777.551,916,700.00122,320,305.79
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 time_to_completionprocess_timedowntimetime_to_startNtime_to_completionprocess_timedowntimetime_to_startN
category
anchor replacement44,703.9119,851.3919,845.4625,180.0340anchor replacement18,154.879,669.869,668.228,738.4218
annual turbine inspection1,343,021.12164,179.16162,594.511,191,783.651,435
array cable major repair40,826.9125,647.030.0016,842.6240
annual turbine inspection2,691,203.44154,341.48198,271.272,537,440.321,617array cable replacement33,891.6223,984.020.0010,832.4329
array cable major repair39,097.4922,121.150.0017,666.6141blades major repair111,875.452,204.712,200.11109,984.9515
array cable replacement39,587.6625,487.640.0014,748.1030blades major replacement3,220.731,684.841,684.841,578.031
blades major repair9,531.16328.55327.859,204.0612blades minor repair118,519.3073,471.1772,859.1358,722.10707
blades major replacement2,529.041,756.501,756.50772.791buoyancy module replacement12,245.6610,499.7810,480.222,374.3239
blades minor repair123,054.3962,726.2762,249.0166,091.80619direct drive generator major repair146,700.637,738.757,725.56140,536.4042
buoyancy module replacement31,217.3920,394.3220,762.6211,402.36109direct drive generator major replacement20,904.8414,065.9514,061.796,998.7713
direct drive generator major repair193,590.752,156.542,152.5032,965.4836direct drive generator minor repair117,640.6463,258.4462,628.9668,156.64810
direct drive generator major replacement35,597.5021,098.7321,091.7515,247.9621export cable major repair523.56187.550.00363.811
direct drive generator minor repair153,409.7565,979.1066,013.8695,733.58922export cable subsea inspection7,814.341,920.360.006,958.5618
export cable subsea inspection8,292.312,801.310.006,758.9418main shaft major repair200,126.655,446.785,433.83190,486.8339
main shaft major repair152,209.071,692.211,687.0452,321.1148main shaft minor repair42,698.7920,827.5420,553.8127,493.93334
main shaft minor repair59,963.4020,140.9221,070.7243,462.86398main shaft replacement16,370.5010,235.6810,233.226,888.0614
main shaft replacement19,274.446,980.136,976.9512,696.3415major anchor repair19,138.327,883.547,881.4011,553.3223
major anchor repair33,069.229,340.2916,878.2222,176.4839major pitch system repair62,261.1448,258.5248,069.4717,714.23248
major pitch system repair79,767.9860,649.1960,432.9021,509.66270major pitch system replacement4,592.44863.24862.463,730.743
major pitch system replacement11,453.38142.50142.5011,311.131marine growth removal56,630.7238,786.8038,598.7021,140.85170
marine growth removal140,696.5469,124.7372,851.6269,925.97361minor ballast pump repair2,135.20671.18661.671,697.8419
minor ballast pump repair1,654.69401.41397.491,297.3311minor pitch system repair269,307.76129,201.10128,081.69161,169.161,226
minor pitch system repair354,176.72116,446.97115,278.71249,793.311,196mooring line major repair18,439.238,151.778,150.6210,500.6322
mooring line major repair24,359.288,202.4510,431.6314,908.7137mooring line replacement14,777.597,082.667,082.257,785.6015
mooring line replacement33,939.2716,038.2616,034.7517,708.8331oss annual inspection15,393.156,907.336,860.459,021.7638
oss annual inspection21,466.325,920.595,885.2116,292.3638oss major repair230.48102.09101.74128.991
oss minor repair1,343.98200.75198.551,146.936oss minor repair855.90364.53340.38594.1610
power converter major repair10,918,141.396,302.006,284.17338,048.91993power converter major repair5,644,819.0124,780.8024,668.804,455,951.45492
power converter minor repair496,110.86125,044.57141,821.53372,837.411,579power converter minor repair154,903.2573,377.2072,588.8997,153.62845
power converter replacement1,270,369.30101,770.32128,040.181,049,406.11202power converter replacement234,841.6365,879.7365,844.06166,631.25115
power electrical system major repair677,134.59181.71180.745,317.1339power electrical system major repair164,158.852,892.852,882.71123,992.3126
power electrical system major replacement7,172.991,623.571,622.385,870.196power electrical system major replacement7,929.941,642.611,642.236,616.195
power electrical system minor repair172,340.9059,058.6470,041.14114,230.411,111power electrical system minor repair75,194.6635,451.6234,961.0447,981.02550
structural annual inspection4,854,851.54270,052.14553,213.054,424,519.012,799structural annual inspection1,408,821.46156,421.12155,103.071,258,052.211,403
structural subsea inspection2,805,489.3440,673.92168,120.632,649,186.381,339structural subsea inspection868,615.0224,125.6423,588.08846,649.55669
yaw system major repair0.000.000.000.0014yaw system major repair36,822.44127.25127.2536,695.697
yaw system major replacement12,328.841,742.811,742.8110,791.343yaw system major replacement3,600.501,309.131,308.512,475.073
yaw system minor repair74,381.6314,660.7614,456.4261,961.50234yaw system minor repair42,296.6517,219.5217,029.1029,317.44243
\n" ], "text/plain": [ - "" + "" ] }, "execution_count": 31, @@ -4407,7 +4426,7 @@ }, { "cell_type": "markdown", - "id": "5801194f", + "id": "dd23afbc", "metadata": {}, "source": [ "(metrics-demo:power-production)=\n", @@ -4432,7 +4451,7 @@ { "cell_type": "code", "execution_count": 32, - "id": "a66f3dce", + "id": "29723d77", "metadata": { "tags": [ "output_scroll" @@ -4444,23 +4463,23 @@ "text/html": [ "\n", - "\n", + "
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 windfarmwindfarm
Project Energy Production (kWh)104,609,200,249.00Project Energy Production (kWh)106,049,537,690.00
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 windfarmwindfarm
Project Energy Production (MWh)104,609,200.25Project Energy Production (MWh)106,049,537.69
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 windfarmwindfarm
Project Energy Production (GWh)104,609.20Project Energy Production (GWh)106,049.54
\n" ], "text/plain": [ - "" + "" ] }, "execution_count": 34, @@ -4563,7 +4582,7 @@ }, { "cell_type": "markdown", - "id": "99039a6c", + "id": "2de317cf", "metadata": {}, "source": [ "(metrics-demo:npv)=\n", @@ -4586,7 +4605,7 @@ { "cell_type": "code", "execution_count": 35, - "id": "6c878762", + "id": "670c5828", "metadata": { "tags": [ "output_scroll" @@ -4597,7 +4616,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:1955: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + "/Users/rhammond/GitHub_Public/WOMBAT/wombat/core/post_processor.py:1963: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", " port_fees = port_fees.fillna(0)\n" ] }, @@ -4606,11 +4625,11 @@ "text/html": [ "\n", - "\n", + "
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 OpExOpEx
year
2002113,598,124.122002104,040,088.03
2003122,246,357.022003125,715,088.36
2004124,614,791.942004122,053,489.52
2005107,527,455.352005120,729,944.65
2006130,310,342.242006130,618,459.76
2007126,208,865.462007112,363,304.47
2008138,665,249.112008124,276,257.38
2009129,721,618.302009105,944,409.59
2010141,229,879.352010142,308,206.17
2011145,934,295.892011136,395,128.64
2012144,178,514.622012134,383,819.26
2013134,276,112.922013135,430,620.10
2014138,735,787.402014117,128,952.04
2015134,538,631.982015111,067,657.03
2016142,827,334.012016114,676,243.77
2017138,136,686.582017115,555,646.61
2018134,747,955.502018118,133,369.94
2019136,328,393.392019131,188,412.44
2020138,523,180.392020115,753,879.42
2021138,859,258.742021122,320,305.79
\n" ], "text/plain": [ - "" + "" ] }, "execution_count": 35, @@ -4742,61 +4761,61 @@ }, "source_map": [ 11, - 23, - 43, - 88, - 106, - 167, - 172, - 175, + 29, + 49, + 94, + 112, + 173, + 178, 181, 187, 193, 199, - 203, - 210, - 214, - 235, + 205, + 209, + 216, + 220, 241, - 263, - 271, - 290, + 247, + 269, + 277, 296, - 300, - 317, - 321, - 344, + 302, + 306, + 323, + 327, 350, - 354, - 377, - 382, - 401, - 408, - 413, - 448, - 454, - 458, - 478, - 514, - 545, - 551, - 555, - 573, - 576, - 580, - 588, - 594, - 598, - 619, - 624, - 627, - 639, - 642, - 662, - 668, - 674, - 678, - 696 + 356, + 360, + 383, + 388, + 407, + 414, + 418, + 453, + 459, + 463, + 483, + 523, + 554, + 560, + 564, + 582, + 585, + 589, + 597, + 603, + 607, + 628, + 633, + 636, + 648, + 651, + 671, + 677, + 683, + 687, + 705 ] }, "nbformat": 4, diff --git a/examples/strategy_demonstration.ipynb b/examples/strategy_demonstration.ipynb index 50468ad5..0b2502c5 100644 --- a/examples/strategy_demonstration.ipynb +++ b/examples/strategy_demonstration.ipynb @@ -2,13 +2,19 @@ "cells": [ { "cell_type": "markdown", - "id": "65e66ba5", + "id": "863b37b8", "metadata": {}, "source": [ "# Servicing Strategies\n", "\n", + "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/WISDEM/WOMBAT/main?filepath=examples)\n", + "\n", "In this example, we'll demonstrate the essential differences in scheduled servicing, unscheduled servicing, and tow-to-port repair strategies. Each of the examples demonstrated below will be based on the 2015 Dinwoodie, et al. paper, though the variations will be for demonstration purposes only.\n", "\n", + "A Jupyter notebook of this tutorial can be run from\n", + "`examples/strategy_demonstration.ipynb`locally, or through\n", + "[binder](https://mybinder.org/v2/gh/WISDEM/WOMBAT/main?filepath=examples).\n", + "\n", "## WOMBAT Setup and Variables\n", "\n", "The vessels that will be changed in this demonstration are the field support vessel (FSV) with capability: \"SCN\", the heavy lift vessel (HLV) with capability: \"LCN\", and the tugboats, which have capability: \"TOW\".\n", @@ -41,7 +47,7 @@ { "cell_type": "code", "execution_count": 1, - "id": "0f4dd142", + "id": "c127159a", "metadata": {}, "outputs": [], "source": [ @@ -60,7 +66,7 @@ }, { "cell_type": "markdown", - "id": "10927226", + "id": "f44447eb", "metadata": {}, "source": [ "## Simulation and results setup\n", @@ -78,7 +84,7 @@ { "cell_type": "code", "execution_count": 2, - "id": "cabf94a4", + "id": "9333dc44", "metadata": {}, "outputs": [], "source": [ @@ -116,7 +122,7 @@ }, { "cell_type": "markdown", - "id": "d6d5c040", + "id": "b5f6cc3f", "metadata": {}, "source": [ "## Run the simulations and display the results" @@ -125,7 +131,7 @@ { "cell_type": "code", "execution_count": 3, - "id": "3b44a41d", + "id": "c448eadb", "metadata": {}, "outputs": [ { @@ -200,22 +206,22 @@ " \n", " base_scheduled\n", " 0.02\n", - " 0.38\n", + " 0.33\n", " \n", " \n", " base_requests\n", " 0.02\n", - " 0.40\n", + " 0.33\n", " \n", " \n", " base_downtime\n", " 0.02\n", - " 0.35\n", + " 0.36\n", " \n", " \n", " base_tow_to_port\n", " 0.02\n", - " 0.43\n", + " 0.37\n", " \n", " \n", "\n", @@ -224,10 +230,10 @@ "text/plain": [ " Load Time (min) Run Time (min)\n", "Scenario \n", - "base_scheduled 0.02 0.38\n", - "base_requests 0.02 0.40\n", - "base_downtime 0.02 0.35\n", - "base_tow_to_port 0.02 0.43" + "base_scheduled 0.02 0.33\n", + "base_requests 0.02 0.33\n", + "base_downtime 0.02 0.36\n", + "base_tow_to_port 0.02 0.37" ] }, "execution_count": 3, @@ -353,7 +359,7 @@ { "cell_type": "code", "execution_count": 4, - "id": "43cce70f", + "id": "2fb48225", "metadata": {}, "outputs": [ { @@ -393,8 +399,8 @@ " \n", " \n", " availability - production based\n", - " 0.96\n", - " 0.96\n", + " 0.97\n", + " 0.97\n", " 0.97\n", " 0.96\n", " \n", @@ -414,31 +420,31 @@ " \n", " \n", " power production\n", - " 9,679.48\n", - " 9,679.51\n", - " 9,739.98\n", - " 9,635.37\n", + " 9,725.62\n", + " 9,745.80\n", + " 9,735.69\n", + " 9,669.57\n", " \n", " \n", " task completion rate\n", - " 0.97\n", - " 0.97\n", + " 1.00\n", + " 1.00\n", + " 0.99\n", " 0.99\n", - " 0.95\n", " \n", " \n", " annual direct O&M cost\n", - " 19.26\n", - " 18.15\n", - " 5.40\n", - " 11.01\n", + " 17.95\n", + " 16.99\n", + " 5.44\n", + " 10.43\n", " \n", " \n", " annual vessel cost\n", - " 13.31\n", - " 11.36\n", + " 12.25\n", + " 10.91\n", " 1.92\n", - " 2.06\n", + " 2.03\n", " \n", " \n", " ctv cost\n", @@ -450,14 +456,14 @@ " \n", " fsv cost\n", " 0.27\n", - " 0.30\n", + " 0.27\n", " 0.00\n", " 0.00\n", " \n", " \n", " hlv cost\n", - " 11.12\n", - " 9.14\n", + " 10.07\n", + " 8.72\n", " 0.00\n", " 0.00\n", " \n", @@ -466,14 +472,14 @@ " 0.00\n", " 0.00\n", " 0.00\n", - " 0.14\n", + " 0.12\n", " \n", " \n", " annual repair cost\n", - " 4.35\n", - " 5.19\n", - " 1.88\n", - " 5.35\n", + " 4.10\n", + " 4.48\n", + " 1.92\n", + " 4.79\n", " \n", " \n", " annual technician cost\n", @@ -492,7 +498,7 @@ " \n", " fsv utilization\n", " 1.00\n", - " 0.94\n", + " 0.93\n", " 0.00\n", " 0.00\n", " \n", @@ -508,7 +514,7 @@ " 0.00\n", " 0.00\n", " 0.00\n", - " 0.83\n", + " 0.82\n", " \n", " \n", "\n", @@ -517,21 +523,21 @@ "text/plain": [ " base_scheduled base_requests base_downtime \\\n", "availability - time based 0.97 0.97 0.97 \n", - "availability - production based 0.96 0.96 0.97 \n", + "availability - production based 0.97 0.97 0.97 \n", "capacity factor - net 0.46 0.46 0.46 \n", "capacity factor - gross 0.48 0.48 0.48 \n", - "power production 9,679.48 9,679.51 9,739.98 \n", - "task completion rate 0.97 0.97 0.99 \n", - "annual direct O&M cost 19.26 18.15 5.40 \n", - "annual vessel cost 13.31 11.36 1.92 \n", + "power production 9,725.62 9,745.80 9,735.69 \n", + "task completion rate 1.00 1.00 0.99 \n", + "annual direct O&M cost 17.95 16.99 5.44 \n", + "annual vessel cost 12.25 10.91 1.92 \n", "ctv cost 1.92 1.92 1.92 \n", - "fsv cost 0.27 0.30 0.00 \n", - "hlv cost 11.12 9.14 0.00 \n", + "fsv cost 0.27 0.27 0.00 \n", + "hlv cost 10.07 8.72 0.00 \n", "tow cost 0.00 0.00 0.00 \n", - "annual repair cost 4.35 5.19 1.88 \n", + "annual repair cost 4.10 4.48 1.92 \n", "annual technician cost 1.60 1.60 1.60 \n", "ctv utilization 1.00 1.00 1.00 \n", - "fsv utilization 1.00 0.94 0.00 \n", + "fsv utilization 1.00 0.93 0.00 \n", "hlv utilization 0.96 0.93 0.00 \n", "tow utilization 0.00 0.00 0.00 \n", "\n", @@ -540,20 +546,20 @@ "availability - production based 0.96 \n", "capacity factor - net 0.46 \n", "capacity factor - gross 0.48 \n", - "power production 9,635.37 \n", - "task completion rate 0.95 \n", - "annual direct O&M cost 11.01 \n", - "annual vessel cost 2.06 \n", + "power production 9,669.57 \n", + "task completion rate 0.99 \n", + "annual direct O&M cost 10.43 \n", + "annual vessel cost 2.03 \n", "ctv cost 1.92 \n", "fsv cost 0.00 \n", "hlv cost 0.00 \n", - "tow cost 0.14 \n", - "annual repair cost 5.35 \n", + "tow cost 0.12 \n", + "annual repair cost 4.79 \n", "annual technician cost 1.60 \n", "ctv utilization 1.00 \n", "fsv utilization 0.00 \n", "hlv utilization 0.00 \n", - "tow utilization 0.83 " + "tow utilization 0.82 " ] }, "execution_count": 4, @@ -596,12 +602,12 @@ }, "source_map": [ 11, - 45, - 57, - 70, - 99, - 103, - 177 + 51, + 63, + 76, + 105, + 109, + 183 ] }, "nbformat": 4, diff --git a/examples/timing_benchmarks.ipynb b/examples/timing_benchmarks.ipynb index 0b7739e3..3f4be3ab 100644 --- a/examples/timing_benchmarks.ipynb +++ b/examples/timing_benchmarks.ipynb @@ -7,7 +7,7 @@ "source": [ "# Performance Improvement Metrics\n", "\n", - "This is a timing comparison for moving from v0.5.1 to v0.9" + "This is a timing comparison for moving from v0.5.1 to v0.9.4" ] }, { @@ -55,22 +55,22 @@ "}\n", "\n", "new = {\n", - " \"dinwoodie_base\": 0.51,\n", - " \"dinwoodie_more_ctvs\": 0.63,\n", - " \"dinwoodie_fewer_ctvs\": 0.50,\n", - " \"dinwoodie_more_techs\": 0.49,\n", - " \"dinwoodie_fewer_techs\": 0.49,\n", - " \"dinwoodie_failure_50\": 0.38,\n", - " \"dinwoodie_failure_200\": 0.99,\n", - " \"dinwoodie_no_hlvs\": 0.42,\n", - " \"dinwoodie_no_weather\": 0.49,\n", - " \"dinwoodie_historic_weather\": 0.39,\n", - " \"dinwoodie_manual_resets_only\": 0.30,\n", - " \"dinwoodie_minor_repairs_only\": 0.24,\n", - " \"dinwoodie_medium_repairs_only\": 0.21,\n", + " \"dinwoodie_base\": 0.35,\n", + " \"dinwoodie_more_ctvs\": 0.37,\n", + " \"dinwoodie_fewer_ctvs\": 0.36,\n", + " \"dinwoodie_more_techs\": 0.37,\n", + " \"dinwoodie_fewer_techs\": 0.37,\n", + " \"dinwoodie_failure_50\": 0.30,\n", + " \"dinwoodie_failure_200\": 0.47,\n", + " \"dinwoodie_no_hlvs\": 0.37,\n", + " \"dinwoodie_no_weather\": 0.35,\n", + " \"dinwoodie_historic_weather\": 0.30,\n", + " \"dinwoodie_manual_resets_only\": 0.27,\n", + " \"dinwoodie_minor_repairs_only\": 0.23,\n", + " \"dinwoodie_medium_repairs_only\": 0.20,\n", " \"dinwoodie_major_repairs_only\": 0.19,\n", - " \"dinwoodie_major_replacements_only\": 0.20,\n", - " \"dinwoodie_annual_service_only\": 0.25,\n", + " \"dinwoodie_major_replacements_only\": 0.19,\n", + " \"dinwoodie_annual_service_only\": 0.24,\n", "}" ] }, @@ -91,43 +91,43 @@ }, "outputs": [], "source": [ - "old.update({\n", - " \"dinwoodie_base_100pct_reduction\": 1.99,\n", - " \"dinwoodie_more_ctvs_100pct_reduction\": 2.20,\n", - " \"dinwoodie_fewer_ctvs_100pct_reduction\": 2.14,\n", - " \"dinwoodie_more_techs_100pct_reduction\": 2.17,\n", - " \"dinwoodie_fewer_techs_100pct_reduction\": 2.25,\n", - " \"dinwoodie_failure_50_100pct_reduction\": 1.79,\n", - " \"dinwoodie_failure_200_100pct_reduction\": 3.35,\n", - " \"dinwoodie_no_hlvs_100pct_reduction\": 2.52,\n", - " \"dinwoodie_no_weather_100pct_reduction\": 2.55,\n", - " \"dinwoodie_historic_weather_100pct_reduction\": 2.17,\n", - " \"dinwoodie_manual_resets_only_100pct_reduction\": 2.32,\n", - " \"dinwoodie_minor_repairs_only_100pct_reduction\": 2.09,\n", - " \"dinwoodie_medium_repairs_only_100pct_reduction\": 1.81,\n", - " \"dinwoodie_major_repairs_only_100pct_reduction\": 1.57,\n", - " \"dinwoodie_major_replacements_only_100pct_reduction\": 1.71,\n", - " \"dinwoodie_annual_service_only_100pct_reduction\": 2.29,\n", - "})\n", + "# old.update({\n", + "# \"dinwoodie_base_100pct_reduction\": 1.99,\n", + "# \"dinwoodie_more_ctvs_100pct_reduction\": 2.20,\n", + "# \"dinwoodie_fewer_ctvs_100pct_reduction\": 2.14,\n", + "# \"dinwoodie_more_techs_100pct_reduction\": 2.17,\n", + "# \"dinwoodie_fewer_techs_100pct_reduction\": 2.25,\n", + "# \"dinwoodie_failure_50_100pct_reduction\": 1.79,\n", + "# \"dinwoodie_failure_200_100pct_reduction\": 3.35,\n", + "# \"dinwoodie_no_hlvs_100pct_reduction\": 2.52,\n", + "# \"dinwoodie_no_weather_100pct_reduction\": 2.55,\n", + "# \"dinwoodie_historic_weather_100pct_reduction\": 2.17,\n", + "# \"dinwoodie_manual_resets_only_100pct_reduction\": 2.32,\n", + "# \"dinwoodie_minor_repairs_only_100pct_reduction\": 2.09,\n", + "# \"dinwoodie_medium_repairs_only_100pct_reduction\": 1.81,\n", + "# \"dinwoodie_major_repairs_only_100pct_reduction\": 1.57,\n", + "# \"dinwoodie_major_replacements_only_100pct_reduction\": 1.71,\n", + "# \"dinwoodie_annual_service_only_100pct_reduction\": 2.29,\n", + "# })\n", "\n", - "new.update({\n", - " \"dinwoodie_base_100pct_reduction\": 0.30,\n", - " \"dinwoodie_more_ctvs_100pct_reduction\": 0.31,\n", - " \"dinwoodie_fewer_ctvs_100pct_reduction\": 0.30,\n", - " \"dinwoodie_more_techs_100pct_reduction\": 0.30,\n", - " \"dinwoodie_fewer_techs_100pct_reduction\": 0.30,\n", - " \"dinwoodie_failure_50_100pct_reduction\": 0.26,\n", - " \"dinwoodie_failure_200_100pct_reduction\": 0.36,\n", - " \"dinwoodie_no_hlvs_100pct_reduction\": 0.24,\n", - " \"dinwoodie_no_weather_100pct_reduction\": 0.30,\n", - " \"dinwoodie_historic_weather_100pct_reduction\": 0.26,\n", - " \"dinwoodie_manual_resets_only_100pct_reduction\": 0.29,\n", - " \"dinwoodie_minor_repairs_only_100pct_reduction\": 0.24,\n", - " \"dinwoodie_medium_repairs_only_100pct_reduction\": 0.20,\n", - " \"dinwoodie_major_repairs_only_100pct_reduction\": 0.19,\n", - " \"dinwoodie_major_replacements_only_100pct_reduction\": 0.20,\n", - " \"dinwoodie_annual_service_only_100pct_reduction\": 0.25,\n", - "})" + "# new.update({\n", + "# \"dinwoodie_base_100pct_reduction\": 0.30,\n", + "# \"dinwoodie_more_ctvs_100pct_reduction\": 0.31,\n", + "# \"dinwoodie_fewer_ctvs_100pct_reduction\": 0.30,\n", + "# \"dinwoodie_more_techs_100pct_reduction\": 0.30,\n", + "# \"dinwoodie_fewer_techs_100pct_reduction\": 0.30,\n", + "# \"dinwoodie_failure_50_100pct_reduction\": 0.26,\n", + "# \"dinwoodie_failure_200_100pct_reduction\": 0.36,\n", + "# \"dinwoodie_no_hlvs_100pct_reduction\": 0.24,\n", + "# \"dinwoodie_no_weather_100pct_reduction\": 0.30,\n", + "# \"dinwoodie_historic_weather_100pct_reduction\": 0.26,\n", + "# \"dinwoodie_manual_resets_only_100pct_reduction\": 0.29,\n", + "# \"dinwoodie_minor_repairs_only_100pct_reduction\": 0.24,\n", + "# \"dinwoodie_medium_repairs_only_100pct_reduction\": 0.20,\n", + "# \"dinwoodie_major_repairs_only_100pct_reduction\": 0.19,\n", + "# \"dinwoodie_major_replacements_only_100pct_reduction\": 0.20,\n", + "# \"dinwoodie_annual_service_only_100pct_reduction\": 0.25,\n", + "# })" ] }, { @@ -145,23 +145,27 @@ "metadata": {}, "outputs": [], "source": [ - "old.update({\n", - " \"iea_26_requests\": 5.12,\n", - " \"iea_26_one_mobilization\": 2.89,\n", - " \"iea_26_two_mobilizations\": 4.32,\n", - " \"iea_26_three_mobilizations\": 4.77,\n", - " # \"iea_26_requests_100pct_reduction\": 5.81,\n", - " # \"iea_26_one_mobilization_100pct_reduction\": 5.18,\n", - " # \"iea_26_two_mobilizations_100pct_reduction\": 5.51,\n", - " # \"iea_26_three_mobilizations_100pct_reduction\": 6.39,\n", - "})\n", + "old.update(\n", + " {\n", + " \"iea_26_requests\": 5.12,\n", + " \"iea_26_one_mobilization\": 2.89,\n", + " \"iea_26_two_mobilizations\": 4.32,\n", + " \"iea_26_three_mobilizations\": 4.77,\n", + " # \"iea_26_requests_100pct_reduction\": 5.81,\n", + " # \"iea_26_one_mobilization_100pct_reduction\": 5.18,\n", + " # \"iea_26_two_mobilizations_100pct_reduction\": 5.51,\n", + " # \"iea_26_three_mobilizations_100pct_reduction\": 6.39,\n", + " }\n", + ")\n", "\n", - "new.update({\n", - " \"iea_26_requests\": 1.68,\n", - " \"iea_26_one_mobilization\": 1.65,\n", - " \"iea_26_two_mobilizations\": 1.53,\n", - " \"iea_26_three_mobilizations\": 1.41,\n", - "})" + "new.update(\n", + " {\n", + " \"iea_26_requests\": 1.19,\n", + " \"iea_26_one_mobilization\": 1.11,\n", + " \"iea_26_two_mobilizations\": 1.11,\n", + " \"iea_26_three_mobilizations\": 1.11,\n", + " }\n", + ")" ] }, { @@ -175,42 +179,26 @@ "output_type": "stream", "text": [ " Simulation | v0.5.1 | Develop | % | Multiplier\n", - " dinwoodie_base | 1.9m | 0.5m | 73.3% | 3.75x\n", - " dinwoodie_more_ctvs | 2.2m | 0.6m | 72.0% | 3.57x\n", - " dinwoodie_fewer_ctvs | 2.3m | 0.5m | 78.6% | 4.68x\n", - " dinwoodie_more_techs | 2.3m | 0.5m | 78.5% | 4.65x\n", - " dinwoodie_fewer_techs | 2.6m | 0.5m | 81.0% | 5.27x\n", - " dinwoodie_failure_50 | 2.3m | 0.4m | 83.7% | 6.13x\n", - " dinwoodie_failure_200 | 3.5m | 1.0m | 72.0% | 3.58x\n", - " dinwoodie_no_hlvs | 2.8m | 0.4m | 84.9% | 6.62x\n", - " dinwoodie_no_weather | 2.7m | 0.5m | 82.1% | 5.59x\n", - " dinwoodie_historic_weather | 2.5m | 0.4m | 84.4% | 6.41x\n", - " dinwoodie_manual_resets_only | 2.5m | 0.3m | 88.0% | 8.33x\n", - " dinwoodie_minor_repairs_only | 2.0m | 0.2m | 88.1% | 8.38x\n", - " dinwoodie_medium_repairs_only | 1.9m | 0.2m | 88.9% | 9.00x\n", + " dinwoodie_base | 1.9m | 0.3m | 81.7% | 5.46x\n", + " dinwoodie_more_ctvs | 2.2m | 0.4m | 83.6% | 6.08x\n", + " dinwoodie_fewer_ctvs | 2.3m | 0.4m | 84.6% | 6.50x\n", + " dinwoodie_more_techs | 2.3m | 0.4m | 83.8% | 6.16x\n", + " dinwoodie_fewer_techs | 2.6m | 0.4m | 85.7% | 6.97x\n", + " dinwoodie_failure_50 | 2.3m | 0.3m | 87.1% | 7.77x\n", + " dinwoodie_failure_200 | 3.5m | 0.5m | 86.7% | 7.53x\n", + " dinwoodie_no_hlvs | 2.8m | 0.4m | 86.7% | 7.51x\n", + " dinwoodie_no_weather | 2.7m | 0.3m | 87.2% | 7.83x\n", + " dinwoodie_historic_weather | 2.5m | 0.3m | 88.0% | 8.33x\n", + " dinwoodie_manual_resets_only | 2.5m | 0.3m | 89.2% | 9.26x\n", + " dinwoodie_minor_repairs_only | 2.0m | 0.2m | 88.6% | 8.74x\n", + " dinwoodie_medium_repairs_only | 1.9m | 0.2m | 89.4% | 9.45x\n", " dinwoodie_major_repairs_only | 1.4m | 0.2m | 86.7% | 7.53x\n", - " dinwoodie_major_replacements_only | 1.7m | 0.2m | 88.4% | 8.65x\n", - " dinwoodie_annual_service_only | 2.3m | 0.2m | 89.0% | 9.12x\n", - " dinwoodie_base_100pct_reduction | 2.0m | 0.3m | 84.9% | 6.63x\n", - " dinwoodie_more_ctvs_100pct_reduction | 2.2m | 0.3m | 85.9% | 7.10x\n", - " dinwoodie_fewer_ctvs_100pct_reduction | 2.1m | 0.3m | 86.0% | 7.13x\n", - " dinwoodie_more_techs_100pct_reduction | 2.2m | 0.3m | 86.2% | 7.23x\n", - " dinwoodie_fewer_techs_100pct_reduction | 2.2m | 0.3m | 86.7% | 7.50x\n", - " dinwoodie_failure_50_100pct_reduction | 1.8m | 0.3m | 85.5% | 6.88x\n", - " dinwoodie_failure_200_100pct_reduction | 3.4m | 0.4m | 89.3% | 9.31x\n", - " dinwoodie_no_hlvs_100pct_reduction | 2.5m | 0.2m | 90.5% | 10.50x\n", - " dinwoodie_no_weather_100pct_reduction | 2.5m | 0.3m | 88.2% | 8.50x\n", - " dinwoodie_historic_weather_100pct_reduction | 2.2m | 0.3m | 88.0% | 8.35x\n", - " dinwoodie_manual_resets_only_100pct_reduction | 2.3m | 0.3m | 87.5% | 8.00x\n", - " dinwoodie_minor_repairs_only_100pct_reduction | 2.1m | 0.2m | 88.5% | 8.71x\n", - " dinwoodie_medium_repairs_only_100pct_reduction | 1.8m | 0.2m | 89.0% | 9.05x\n", - " dinwoodie_major_repairs_only_100pct_reduction | 1.6m | 0.2m | 87.9% | 8.26x\n", - "dinwoodie_major_replacements_only_100pct_reduction | 1.7m | 0.2m | 88.3% | 8.55x\n", - " dinwoodie_annual_service_only_100pct_reduction | 2.3m | 0.2m | 89.1% | 9.16x\n", - " iea_26_requests | 5.1m | 1.7m | 67.2% | 3.05x\n", - " iea_26_one_mobilization | 2.9m | 1.6m | 42.9% | 1.75x\n", - " iea_26_two_mobilizations | 4.3m | 1.5m | 64.6% | 2.82x\n", - " iea_26_three_mobilizations | 4.8m | 1.4m | 70.4% | 3.38x\n" + " dinwoodie_major_replacements_only | 1.7m | 0.2m | 89.0% | 9.11x\n", + " dinwoodie_annual_service_only | 2.3m | 0.2m | 89.5% | 9.50x\n", + " iea_26_requests | 5.1m | 1.2m | 76.8% | 4.30x\n", + " iea_26_one_mobilization | 2.9m | 1.1m | 61.6% | 2.60x\n", + " iea_26_two_mobilizations | 4.3m | 1.1m | 74.3% | 3.89x\n", + " iea_26_three_mobilizations | 4.8m | 1.1m | 76.7% | 4.30x\n" ] } ], @@ -221,7 +209,9 @@ " n = new[sim]\n", " pct_faster = (o - n) / o\n", " mult_faster = 1 / (n / o)\n", - " print(f\"{sim.rjust(50)} | {o:5.1f}m | {n:7.1f}m | {pct_faster:5.1%} | {mult_faster:5.2f}x\")" + " print(\n", + " f\"{sim.rjust(50)} | {o:5.1f}m | {n:7.1f}m | {pct_faster:5.1%} | {mult_faster:5.2f}x\"\n", + " )" ] }, { @@ -234,10 +224,10 @@ "name": "stdout", "output_type": "stream", "text": [ - "Min: 1.75x\n", - "Max: 10.50x\n", - "Avg: 6.75x\n", - "Med: 7.18x\n" + "Min: 2.60x\n", + "Max: 9.50x\n", + "Avg: 6.94x\n", + "Med: 7.52x\n" ] } ], @@ -274,7 +264,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.9" + "version": "3.10.13" }, "vscode": { "interpreter": { diff --git a/presentation_material/README.rst b/presentation_material/README.rst index b77654c3..d507c872 100644 --- a/presentation_material/README.rst +++ b/presentation_material/README.rst @@ -17,7 +17,7 @@ Code-to-Code Comparison This document serves as a demonstration of the capabilities of this work in reference to two major works to document simulated O&M results from various industry and research software systems. Here we compare our software to the published results from -Dinwoodie, et. al, 2015 :footcite:`dinwoodie2015reference` and IEA, 2016 +Dinwoodie, et al., 2015 :footcite:`dinwoodie2015reference` and IEA, 2016 :footcite:`smart2016iea`. :download:`PDF <../../presentation_material/code_comparison.pdf>` diff --git a/wombat/__init__.py b/wombat/__init__.py index ca2501e6..f05b6ba8 100644 --- a/wombat/__init__.py +++ b/wombat/__init__.py @@ -4,4 +4,4 @@ from wombat.core.library import create_library_structure -__version__ = "0.9.3" +__version__ = "0.9.4" diff --git a/wombat/core/post_processor.py b/wombat/core/post_processor.py index b00fb285..9e25b770 100644 --- a/wombat/core/post_processor.py +++ b/wombat/core/post_processor.py @@ -1,4 +1,5 @@ """The postprocessing metric computation.""" + from __future__ import annotations import warnings @@ -727,10 +728,15 @@ def equipment_costs( .sum() .fillna(0) .reset_index(level=0) + .fillna(0) + .T ) - costs = costs.fillna(costs.max(axis=0)).T - costs = costs.rename(columns=costs.iloc[0]).drop(index="agent") - return costs.reset_index(drop=True) + costs = ( + costs.rename(columns=costs.iloc[0]) + .drop(index="agent") + .reset_index(drop=True) + ) + return costs col_filter = ["agent"] + col_filter costs = ( @@ -1389,15 +1395,15 @@ def equipment_labor_cost_breakdowns( ] = "Not in Shift" costs.loc[costs.action == "repair", "display_reason"] = "Repair" costs.loc[costs.action == "maintenance", "display_reason"] = "Maintenance" - costs.loc[ - costs.action == "transferring crew", "display_reason" - ] = "Crew Transfer" + costs.loc[costs.action == "transferring crew", "display_reason"] = ( + "Crew Transfer" + ) costs.loc[costs.action == "traveling", "display_reason"] = "Site Travel" costs.loc[costs.action == "towing", "display_reason"] = "Towing" costs.loc[costs.action == "mobilization", "display_reason"] = "Mobilization" - costs.loc[ - costs.additional.isin(weather_hours), "display_reason" - ] = "Weather Delay" + costs.loc[costs.additional.isin(weather_hours), "display_reason"] = ( + "Weather Delay" + ) costs.loc[costs.reason == "no requests", "display_reason"] = "No Requests" costs.reason = costs.display_reason @@ -1733,9 +1739,11 @@ def component_costs( cols.pop(-1) costs = costs.loc[:, cols] - comparison_values: product[tuple[Any, Any]] | product[ - tuple[Any, Any, Any] - ] | product[tuple[Any, Any, Any, Any]] + comparison_values: ( + product[tuple[Any, Any]] + | product[tuple[Any, Any, Any]] + | product[tuple[Any, Any, Any, Any]] + ) if frequency in ("annual", "month-year"): years = costs.year.unique() components = costs.component.unique()