From 14d1b95bfaf6368ac723fdca38be71e6adcb34df Mon Sep 17 00:00:00 2001 From: dahbar Date: Thu, 26 Oct 2023 17:41:09 +0200 Subject: [PATCH 1/3] feat: add icons for physical layer --- capellambse/aird/_box_factories.py | 9 ++ capellambse/svg/decorations.py | 9 +- capellambse/svg/style.py | 10 +- capellambse/svg/symbols.py | 252 ++++++++++++++++++++++++----- 4 files changed, 241 insertions(+), 39 deletions(-) diff --git a/capellambse/aird/_box_factories.py b/capellambse/aird/_box_factories.py index 6e8d657ad..5fdeb7cbc 100644 --- a/capellambse/aird/_box_factories.py +++ b/capellambse/aird/_box_factories.py @@ -290,6 +290,15 @@ def part_factory(seb: C.SemanticElementBuilder) -> diagram.Box: seb.styleclass = abstract_obj.attrib[C.ATT_XST].split(":")[-1] assert seb.styleclass is not None + if seb.styleclass.startswith("Physical"): + seb.styleclass = "".join( + ( + "Physical", + abstract_obj.get("nature", "Node").capitalize(), + seb.styleclass[len("Physical") :], + ) + ) + if seb.styleclass.endswith("Component"): seb.styleclass = "".join( ( diff --git a/capellambse/svg/decorations.py b/capellambse/svg/decorations.py index 204858236..ec5199fc0 100644 --- a/capellambse/svg/decorations.py +++ b/capellambse/svg/decorations.py @@ -38,7 +38,14 @@ "Note", "RepresentationLink", "OperationalActivity", - "PhysicalComponent", + "PhysicalBehaviorComponent", + "PhysicalBehaviorHumanComponent", + "PhysicalBehaviorActor", + "PhysicalBehaviorHumanActor", + "PhysicalNodeComponent", + "PhysicalNodeHumanComponent", + "PhysicalNodeActor", + "PhysicalNodeHumanActor", } needs_feature_line = {"Class", "Enumeration"} diff --git a/capellambse/svg/style.py b/capellambse/svg/style.py index ee0819f81..82321c74b 100644 --- a/capellambse/svg/style.py +++ b/capellambse/svg/style.py @@ -22,6 +22,7 @@ "ErrorSymbol", "RequirementSymbol", "RepresentationLinkSymbol", + "StickFigureSymbol", ), "Error": (), "Class Diagram Blank": ("ClassSymbol",), @@ -40,7 +41,6 @@ "LogicalHumanActorSymbol", "LogicalHumanComponentSymbol", "PortSymbol", - "StickFigureSymbol", "FunctionalExchangeSymbol", "ComponentExchangeSymbol", ), @@ -88,6 +88,14 @@ ), "Physical Architecture Blank": ( "PhysicalLinkSymbol", + "PhysicalBehaviorComponentSymbol", + "PhysicalBehaviorHumanComponentSymbol", + "PhysicalBehaviorActorSymbol", + "PhysicalBehaviorHumanActorSymbol", + "PhysicalNodeComponentSymbol", + "PhysicalNodeHumanComponentSymbol", + "PhysicalNodeActorSymbol", + "PhysicalNodeHumanActorSymbol", "ComponentExchangeSymbol", "ComponentPortSymbol", "PortSymbol", diff --git a/capellambse/svg/symbols.py b/capellambse/svg/symbols.py index a8f378ec7..5e6a6438f 100644 --- a/capellambse/svg/symbols.py +++ b/capellambse/svg/symbols.py @@ -212,30 +212,29 @@ def _make_marker( return marker -def _make_ls_symbol(id_: str) -> container.Symbol: +def _make_icon_frame(id_: str, color: str) -> container.Symbol: symb = container.Symbol( id=id_, viewBox="0 0 79 79", style="stroke: #000; stroke-width: 2;" ) - symb.add(_make_lgradient("ls-blue", stop_colors=("#c3e4ff", "#98b0dd"))) symb.add( path.Path( d="M18 237h46v43H18z", transform="translate(0 -218)", - style="fill: url(#ls-blue)", + style=f"fill: {color}", ) ) symb.add( path.Path( d="M12 247h11v8H12z", transform="translate(0 -218)", - style="fill: url(#ls-blue)", + style=f"fill: {color}", ) ) symb.add( path.Path( d="M12 261h11v8H12z", transform="translate(0 -218)", - style="fill: url(#ls-blue)", + style=f"fill: {color}", ) ) return symb @@ -243,7 +242,7 @@ def _make_ls_symbol(id_: str) -> container.Symbol: @decorations.deco_factories def entity_symbol(id_: str = "EntitySymbol") -> container.Symbol: - symb = _make_ls_symbol(id_=id_) + symb = _make_icon_frame(id_=id_, color="#a5b9c8") symb.add( path.Path( d=( @@ -276,7 +275,7 @@ def entity_symbol(id_: str = "EntitySymbol") -> container.Symbol: def logical_component_symbol( id_: str = "LogicalComponentSymbol", ) -> container.Symbol: - symb = _make_ls_symbol(id_=id_) + symb = _make_icon_frame(id_=id_, color="#dbe6f4") letter = container.Group(transform="scale(0.90705135,1.1024734)") letter.add( path.Path( @@ -284,7 +283,7 @@ def logical_component_symbol( "m 37.427456,20.821353 h 4.221475 V 50.90971 H 37.427456 Z M" " 39.538194,46.89517 H 56.75519 v 4.01454 H 39.538194 Z" ), - style="fill: #000;", + style="fill: #000;stroke-width: 0.1;", ) ) symb.add(letter) @@ -295,24 +294,14 @@ def logical_component_symbol( def logical_human_actor_symbol( id_: str = "LogicalHumanActorSymbol", ) -> container.Symbol: - symb = container.Symbol( - id=id_, viewBox="0 0 79 79", style="stroke: #000; stroke-width: 2;" - ) - symb.add( - container.Use( - href="#StickFigureSymbol", - transform=( - "matrix(0.81762456,0,0,0.81762456,-2.5207584,0.47091696)" - ), - ) - ) - return symb + return standalone_stick_figure_symbol(id_=id_) @decorations.deco_factories def stick_figure_symbol( id_: str = "StickFigureSymbol", transform: tuple[float, ...] | None = None, + head_color: str = "none", **kw, ) -> container.Symbol: """Generate StickFigure svg symbol.""" @@ -350,32 +339,41 @@ def stick_figure_symbol( (385.634, 244.569), (415.703, 244.49699), style="fill: none;" ) ) - grp.add( - _make_rgradient( - "head", - center=(43.766102, 87.902298), - r=4.4296999, - transform=[1.9728, 0, 0, -2.039, 314.1896, 402.5936], - stop_colors=("#FDFCFA", "#8B9BA7"), - offsets=(0, 1), - ) - ) grp.add( shapes.Ellipse( center=(400.53201, 223.35899), r=(9.2180004, 8.5080004), - style="fill:url(#head)", + style=f"fill:{head_color};", ) ) symb.add(grp) return symb +@decorations.deco_factories +def standalone_stick_figure_symbol( + id_: str = "StandaloneStickFigureSymbol", +) -> container.Symbol: + symb = container.Symbol( + id=id_, viewBox="0 0 79 79", style="stroke: #000; stroke-width: 2;" + ) + symb.add( + container.Use( + href="#StickFigureSymbol", + transform=( + "matrix(0.81762456,0,0,0.81762456,-2.5207584,0.47091696)" + ), + ) + ) + return symb + + @decorations.deco_factories def logical_actor_symbol(id_: str = "LogicalActorSymbol") -> container.Symbol: - symb = _make_ls_symbol(id_=id_) + symb = _make_icon_frame(id_=id_, color="#dbe6f4") letters = container.Group( - transform="scale(0.83010896,1.2046611)", style="fill: #000;" + transform="scale(0.83010896,1.2046611)", + style="fill: #000;stroke-width: 0.1;", ) letters.add( # Upper-Case L path.Path( @@ -403,7 +401,7 @@ def logical_actor_symbol(id_: str = "LogicalActorSymbol") -> container.Symbol: def logical_human_component_symbol( id_: str = "LogicalHumanComponentSymbol", ) -> container.Symbol: - symb = _make_ls_symbol(id_=id_) + symb = _make_icon_frame(id_=id_, color="#dbe6f4") symb.add( container.Use( href="#StickFigureSymbol", @@ -1176,9 +1174,11 @@ def representation_link_symbol( ) grp.add( path.Path( - d="m 8.4526548,7.7355622 -4.3161119,-0.00711 0.00491," - "2.2573969 m 4.3112023,-2.250294 4.3161128,-0.00711 " - "-0.0049,2.2573968", + d=( + "m 8.4526548,7.7355622 -4.3161119,-0.00711 0.00491," + "2.2573969 m 4.3112023,-2.250294 4.3161128,-0.00711 " + "-0.0049,2.2573968" + ), style="fill:none;stroke:#557099;", ) ) @@ -1191,6 +1191,184 @@ def representation_link_symbol( return symb +@decorations.deco_factories +def physical_behavior_component_symbol( + id_: str = "PhysicalBehaviorComponentSymbol", +) -> container.Symbol: + symb = _make_icon_frame(id_=id_, color="#a5bde7") + letter = container.Group(transform="scale(0.7,0.7) translate(15, 18)") + letter.add( + path.Path( + d=( + "m 57.589299,33.276194 c 0,1.410473 -0.249326,2.72122" + " -0.747979,3.93224 -0.484407,1.19676 -1.168275,2.236807" + " -2.051603,3.12014 -1.097038,1.097033 -2.393538,1.923373" + " -3.889499,2.47902 -1.495959,0.541393 -3.383718,0.81209" + " -5.663277,0.81209 h -4.231429 v 11.86083 h -4.23143 v" + " -31.82122 h 8.633826 c 1.909129,0 3.526191,0.163843" + " 4.851185,0.49153 1.324993,0.31344 2.500391,0.812097" + " 3.526192,1.49597 1.211016,0.812087 2.14421,1.82364" + " 2.799583,3.03466 0.669621,1.211013 1.004431,2.742593" + " 1.004431,4.59474 z m -4.402396,0.10687 c 0,-1.09704" + " -0.192339,-2.051607 -0.577016,-2.8637 -0.384675,-0.812093" + " -0.968811,-1.47459 -1.752408,-1.98749 -0.683868,-0.441667" + " -1.467467,-0.755107 -2.350798,-0.94032 -0.869079,-0.19946" + " -1.97324,-0.29919 -3.312483,-0.29919 h -4.188686 v 12.71566" + " h 3.568931 c 1.709669,0 3.098776,-0.149593 4.167321,-0.44878" + " 1.068543,-0.31344 1.937623,-0.80497 2.607242,-1.47459" + " 0.669621,-0.683867 1.139781,-1.403353 1.410478,-2.15846" + " 0.284946,-0.7551 0.427419,-1.60281 0.427419,-2.54313 z" + ), + style="white-space: pre;inline-size: 15.4494;stroke-width: 0.1;", + ) + ) + symb.add(letter) + return symb + + +@decorations.deco_factories +def physical_behavior_human_component_symbol( + id_: str = "PhysicalBehaviorHumanComponentSymbol", +) -> container.Symbol: + symb = _make_icon_frame(id_=id_, color="#a5bde7") + symb.add( + container.Use( + href="#StickFigureSymbol", + transform="matrix(0.62,0,0,0.62,23.82,16.51)", + ) + ) + return symb + + +@decorations.deco_factories +def physical_behavior_actor_symbol( + id_: str = "PhysicalBehaviorActorSymbol", +) -> container.Symbol: + symb = _make_icon_frame(id_=id_, color="#a5bde7") + letter = container.Group(transform="scale(0.7,0.7) translate(15, 15)") + letter.add( + path.Path( + d=( + "m 43.148621,34.293143 q 0,2.11571 -0.747979,3.93224" + " -0.726611,1.79514 -2.051603,3.12014 -1.645557,1.64555" + " -3.889499,2.47902 -2.243939,0.81209 -5.663277,0.81209 h" + " -4.231429 v 11.86083 h -4.23143 v -31.82122 h 8.633826 q" + " 2.863694,0 4.851185,0.49153 1.98749,0.47016 3.526192,1.49597" + " 1.816524,1.21813 2.799583,3.03466 1.004431,1.81652" + " 1.004431,4.59474 z m -4.402396,0.10687 q 0,-1.64556" + " -0.577016,-2.8637 -0.577013,-1.21814 -1.752408,-1.98749" + " -1.025802,-0.6625 -2.350798,-0.94032 -1.303619,-0.29919" + " -3.312483,-0.29919 h -4.188686 v 12.71566 h 3.568931 q" + " 2.564503,0 4.167321,-0.44878 1.602814,-0.47016" + " 2.607242,-1.47459 1.004432,-1.0258 1.410478,-2.15846" + " 0.427419,-1.13265 0.427419,-2.54313 z m 34.001037,22.09746 H" + " 68.23801 l -3.120146,-8.8689 H 51.355032 l -3.120147,8.8689" + " h -4.295541 l 11.583005,-31.82123 h 5.641907 z m" + " -8.933021,-12.50195 -5.577791,-15.6221 -5.599169,15.6221 z" + ), + style="white-space: pre; inline-size: 15.4494; stroke-width: 0.1;", + ) + ) + symb.add(letter) + return symb + + +@decorations.deco_factories +def physical_behavior_human_actor_symbol( + id_: str = "PhysicalBehaviorHumanActorSymbol", +) -> container.Symbol: + return standalone_stick_figure_symbol(id_=id_) + + +@decorations.deco_factories +def physical_node_component_symbol( + id_: str = "PhysicalNodeComponentSymbol", +) -> container.Symbol: + symb = _make_icon_frame(id_=id_, color="#ffff00") + letter = container.Group(transform="scale(0.7,0.7) translate(15, 18)") + letter.add( + path.Path( + d=( + "m 57.589299,33.276194 c 0,1.410473 -0.249326,2.72122" + " -0.747979,3.93224 -0.484407,1.19676 -1.168275,2.236807" + " -2.051603,3.12014 -1.097038,1.097033 -2.393538,1.923373" + " -3.889499,2.47902 -1.495959,0.541393 -3.383718,0.81209" + " -5.663277,0.81209 h -4.231429 v 11.86083 h -4.23143 v" + " -31.82122 h 8.633826 c 1.909129,0 3.526191,0.163843" + " 4.851185,0.49153 1.324993,0.31344 2.500391,0.812097" + " 3.526192,1.49597 1.211016,0.812087 2.14421,1.82364" + " 2.799583,3.03466 0.669621,1.211013 1.004431,2.742593" + " 1.004431,4.59474 z m -4.402396,0.10687 c 0,-1.09704" + " -0.192339,-2.051607 -0.577016,-2.8637 -0.384675,-0.812093" + " -0.968811,-1.47459 -1.752408,-1.98749 -0.683868,-0.441667" + " -1.467467,-0.755107 -2.350798,-0.94032 -0.869079,-0.19946" + " -1.97324,-0.29919 -3.312483,-0.29919 h -4.188686 v 12.71566" + " h 3.568931 c 1.709669,0 3.098776,-0.149593 4.167321,-0.44878" + " 1.068543,-0.31344 1.937623,-0.80497 2.607242,-1.47459" + " 0.669621,-0.683867 1.139781,-1.403353 1.410478,-2.15846" + " 0.284946,-0.7551 0.427419,-1.60281 0.427419,-2.54313 z" + ), + style="white-space: pre;inline-size: 15.4494;stroke-width: 0.1;", + ) + ) + symb.add(letter) + return symb + + +@decorations.deco_factories +def physical_node_human_component_symbol( + id_: str = "PhysicalNodeHumanComponentSymbol", +) -> container.Symbol: + symb = _make_icon_frame(id_=id_, color="#ffff00") + symb.add( + container.Use( + href="#StickFigureSymbol", + transform="matrix(0.62,0,0,0.62,23.82,16.51)", + ) + ) + return symb + + +@decorations.deco_factories +def physical_node_actor_symbol( + id_: str = "PhysicalNodeActorSymbol", +) -> container.Symbol: + symb = _make_icon_frame(id_=id_, color="#bdf7ff") + letter = container.Group(transform="scale(0.7,0.7) translate(15, 15)") + letter.add( + path.Path( + d=( + "m 43.148621,34.293143 q 0,2.11571 -0.747979,3.93224" + " -0.726611,1.79514 -2.051603,3.12014 -1.645557,1.64555" + " -3.889499,2.47902 -2.243939,0.81209 -5.663277,0.81209 h" + " -4.231429 v 11.86083 h -4.23143 v -31.82122 h 8.633826 q" + " 2.863694,0 4.851185,0.49153 1.98749,0.47016 3.526192,1.49597" + " 1.816524,1.21813 2.799583,3.03466 1.004431,1.81652" + " 1.004431,4.59474 z m -4.402396,0.10687 q 0,-1.64556" + " -0.577016,-2.8637 -0.577013,-1.21814 -1.752408,-1.98749" + " -1.025802,-0.6625 -2.350798,-0.94032 -1.303619,-0.29919" + " -3.312483,-0.29919 h -4.188686 v 12.71566 h 3.568931 q" + " 2.564503,0 4.167321,-0.44878 1.602814,-0.47016" + " 2.607242,-1.47459 1.004432,-1.0258 1.410478,-2.15846" + " 0.427419,-1.13265 0.427419,-2.54313 z m 34.001037,22.09746 H" + " 68.23801 l -3.120146,-8.8689 H 51.355032 l -3.120147,8.8689" + " h -4.295541 l 11.583005,-31.82123 h 5.641907 z m" + " -8.933021,-12.50195 -5.577791,-15.6221 -5.599169,15.6221 z" + ), + style="white-space: pre; inline-size: 15.4494; stroke-width: 0.1;", + ) + ) + symb.add(letter) + return symb + + +@decorations.deco_factories +def physical_node_human_actor_symbol( + id_: str = "PhysicalNodeHumanActorSymbol", +) -> container.Symbol: + return standalone_stick_figure_symbol(id_=id_) + + @decorations.deco_factories def fine_arrow_mark( id_: str = "FineArrow", *, style: style_.Styling, **kw From e0ab97ab1d05107b2a69b38e6605215cf85273f8 Mon Sep 17 00:00:00 2001 From: dahbar Date: Tue, 31 Oct 2023 18:04:02 +0100 Subject: [PATCH 2/3] test: Add a PAB to diagram rendering test suite --- tests/test_svg.py | 1 + 1 file changed, 1 insertion(+) diff --git a/tests/test_svg.py b/tests/test_svg.py index 14fefac4b..533531bad 100644 --- a/tests/test_svg.py +++ b/tests/test_svg.py @@ -32,6 +32,7 @@ "[PAB] Physical System", "[LDFB] Test flow", "[CC] Capability", + "[PAB] A sample vehicle arch", ] TEST_DECO = set(style.STATIC_DECORATIONS.keys()) - {"__GLOBAL__"} FREE_SYMBOLS = { From 1fa64ad4aec48ed0d0035a32bd9148edfc050dd0 Mon Sep 17 00:00:00 2001 From: dahbar Date: Wed, 1 Nov 2023 14:12:33 +0100 Subject: [PATCH 3/3] chore: Re-render PA notebook --- .../examples/02 Intro to Physical Architecture API.ipynb | 8 ++++---- 1 file changed, 4 insertions(+), 4 deletions(-) diff --git a/docs/source/examples/02 Intro to Physical Architecture API.ipynb b/docs/source/examples/02 Intro to Physical Architecture API.ipynb index 2dcbd2965..721056df0 100644 --- a/docs/source/examples/02 Intro to Physical Architecture API.ipynb +++ b/docs/source/examples/02 Intro to Physical Architecture API.ipynb @@ -74,12 +74,12 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", 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Cooling Fan (org.polarsys.capella.core.data.pa:PhysicalComponent)

allocated_functions

(Empty list)

applied_property_value_groups

(Empty list)

applied_property_values

(Empty list)

components

(Empty list)

constraints

(Empty list)

context_diagramContext of Cooling Fan (uuid: 65e82f3f-c5b7-44c1-bfea-8e20bb0230be_context)
deployed_components

(Empty list)

deploying_componentsBackreference to PhysicalComponent - omitted: can be slow to compute. Display this property directly to show.
description
diagrams

(Empty list)

exchanges

(Empty list)

filtering_criteria

(Empty list)

functions

(Empty list)

is_abstractFalse
is_actorFalse
is_humanFalse
kind<Kind.HARDWARE: 2>
nameCooling Fan
nature<Nature.NODE: 1>
owned_components

(Empty list)

ownerPhysicalComponent "Compute Card 1" (63be604e-883e-41ea-9023-fc74f29906fe)
parentPhysicalComponent "Compute Card 1" (63be604e-883e-41ea-9023-fc74f29906fe)
partsBackreference to Part - omitted: can be slow to compute. Display this property directly to show.
physical_links

(Empty list)

physical_paths

(Empty list)

physical_ports

(Empty list)

ports

(Empty list)

progress_statusNOT_SET
property_value_groups

(Empty list)

property_values

(Empty list)

pvmt<capellambse.extensions.pvmt.PropertyValueProxy object at 0x7fc7990cc790>
realized_components

(Empty list)

realized_logical_components

(Empty list)

realizing_componentsBackreference to - omitted: can be slow to compute. Display this property directly to show.
related_exchangesBackreference to ComponentExchange - omitted: can be slow to compute. Display this property directly to show.
requirements

(Empty list)

state_machines

(Empty list)

summaryNone
traces

(Empty list)

uuid65e82f3f-c5b7-44c1-bfea-8e20bb0230be
xtypeorg.polarsys.capella.core.data.pa:PhysicalComponent
" + "

Cooling Fan (org.polarsys.capella.core.data.pa:PhysicalComponent)

allocated_functions

(Empty list)

applied_property_value_groups

(Empty list)

applied_property_values

(Empty list)

components

(Empty list)

constraints

(Empty list)

deployed_components

(Empty list)

deploying_componentsBackreference to PhysicalComponent - omitted: can be slow to compute. Display this property directly to show.
description
diagrams

(Empty list)

exchanges

(Empty list)

filtering_criteria

(Empty list)

functions

(Empty list)

is_abstractFalse
is_actorFalse
is_humanFalse
kind<Kind.HARDWARE: 2>
nameCooling Fan
nature<Nature.NODE: 1>
owned_components

(Empty list)

ownerPhysicalComponent "Compute Card 1" (63be604e-883e-41ea-9023-fc74f29906fe)
parentPhysicalComponent "Compute Card 1" (63be604e-883e-41ea-9023-fc74f29906fe)
partsBackreference to Part - omitted: can be slow to compute. Display this property directly to show.
physical_links

(Empty list)

physical_paths

(Empty list)

physical_ports

(Empty list)

ports

(Empty list)

progress_statusNOT_SET
property_value_groups

(Empty list)

property_values

(Empty list)

pvmt<capellambse.extensions.pvmt.PropertyValueProxy object at 0x7f4b14bfcc10>
realized_components

(Empty list)

realized_logical_components

(Empty list)

realizing_componentsBackreference to - omitted: can be slow to compute. Display this property directly to show.
related_exchangesBackreference to ComponentExchange - omitted: can be slow to compute. Display this property directly to show.
requirements

(Empty list)

state_machines

(Empty list)

summaryNone
traces

(Empty list)

uuid65e82f3f-c5b7-44c1-bfea-8e20bb0230be
xtypeorg.polarsys.capella.core.data.pa:PhysicalComponent
" ], "text/plain": [ "\n",