From 7bb4d555d2cc876ecda40ed66dec88d9923562aa Mon Sep 17 00:00:00 2001 From: Ardavan Oskooi Date: Tue, 21 Nov 2023 07:39:22 -0800 Subject: [PATCH] Add labels and use equal aspect ratio for axes in plots of radiation pattern in tutorial (#2725) * add axis labels to and modify aspect ratio of plots of radiation pattern * add note about dimensionful radial flux and its arbitrary units * change single to double quotes in strings --- .../Near_to_Far_Field_Spectra.md | 6 +++++- .../disc_radiation_pattern_polar_vs_3d.png | Bin 197782 -> 221129 bytes python/examples/disc_radiation_pattern.py | 4 ++++ 3 files changed, 9 insertions(+), 1 deletion(-) diff --git a/doc/docs/Python_Tutorials/Near_to_Far_Field_Spectra.md b/doc/docs/Python_Tutorials/Near_to_Far_Field_Spectra.md index 091e0faa2..1a5cdf005 100644 --- a/doc/docs/Python_Tutorials/Near_to_Far_Field_Spectra.md +++ b/doc/docs/Python_Tutorials/Near_to_Far_Field_Spectra.md @@ -374,7 +374,7 @@ $$P_{total} = \int_0^{2\pi} \int_0^{\frac{\pi}{2}} P(\theta) r^2 \sin(\theta) d\ An angular grid of $N$ equally spaced points in $[0, \pi/2]$ has $\Delta \theta = \frac{\pi}{2(N - 1)}$. Note that the same $r^2 \sin(\theta)$ weighting is necessary for the power in any cone, not just over all angles. -A plot of the radiation pattern in polar coordinates and 3D is shown below. Note regarding the coordinate axes in the polar plot: 0° is in the $+z$ direction which is normal to the ground plane and 90° is in the $+r$ direction which is parallel to the ground plane. This is consistent with the convention for the polar angle $\theta$ used in spherical coordinates. +A plot of the radiation pattern in polar coordinates and 3D is shown below. Note regarding the coordinate axes in the polar plot: 0° is in the $+z$ direction which is normal to the ground plane and 90° is in the $+r$ direction which is parallel to the ground plane. This is consistent with the convention for the polar angle $\theta$ used in spherical coordinates. Also note that the radial flux is a dimensionful quantity but because Meep uses $c = 1$, $\varepsilon_0 = 1$, and $\mu_0 = 1$ its units are arbitrary. ![](../images/disc_radiation_pattern_polar_vs_3d.png#center) @@ -443,6 +443,7 @@ def plot_radiation_pattern_polar(Ptheta: np.ndarray): ax.set_thetalim(0, 0.5 * math.pi) ax.grid(True) ax.set_rlabel_position(22) + ax.set_ylabel("radial flux (a.u.)") ax.set_title("radiation pattern in polar coordinates") if mp.am_master(): @@ -474,6 +475,9 @@ def plot_radiation_pattern_3d(Ptheta: np.ndarray): fig, ax = plt.subplots(subplot_kw={"projection": "3d"}, figsize=(6,6)) ax.plot_surface(xs, ys, zs, cmap="inferno") ax.set_title("radiation pattern in 3d") + ax.set_box_aspect((np.amax(xs), np.amax(ys), np.amax(zs))) + ax.set_zlabel("radial flux (a.u.)") + ax.set(xticklabels=[], yticklabels=[]) if mp.am_master(): fig.savefig( diff --git a/doc/docs/images/disc_radiation_pattern_polar_vs_3d.png b/doc/docs/images/disc_radiation_pattern_polar_vs_3d.png index 1668d1c8eba59a65d0a32b92c9e15226f584e89a..f576f110467eb7148aa6283bb367b7aaefa3c3d3 100644 GIT binary patch literal 221129 zcmYg&2Rznq+x{&QQf5eHCzV8I_9m$iLNZczHrXRGLP#YtiX@pO8Og{>g@mZANQ8`J zh5V0i&-4D@w@=UK_hj7n^}Vj^JkR4e&f~nJbWUn)qhY5Zkx1K)X{zdxNaVdF(xxyf zN_=IF;l?rihuTHc*qub$+C%)0Y_I2sS$uJ)hnkVcX=iJX%a(2zNtZ8Q7P514aJRB_ zxhUl9W^;F1mYqc6A{|pz()UiCO1o^N-?O+>BU&%U=DQ`~08eZ9`8xK@N4+o9V-K-^ z>Aty3yhAmnrMtl)ihspUu!Aj2ccj$9G0LpVC`whAK_`J<&4P{XVbK!ZOlp!P<>tne zb)R&fhNG)fUW=*jAI)MlR4FJ!>nw!XXemb;_wH288|$aW7rdF*#`?+r=R3p?m~Flj z-1_h5{`2GN{@zyXRH9&vJ9>2I*)k_Jb#=;^xvLAla)sw!gcqDG8*Yl-l{&OuZY##_ z*jr4tg^nXk`M$7>lQ3KS?c4u;V4^$kRNp{e?ej}tX4jVnv&zeRhv!mLcN0I}e0`5! zlbnM$yYEXmS{~)VKzRx0ftaNMKRT6&?TrpaFTg~r!@S1E zXx1kIt6mo_T#&t*E=g?y&T}6Wcd2~N9P?8E6Qgkhp@>H^!7h~{8&+SxjpD_=uFK9M@G=!qh@|T zOLIQPjcsNs-ud5U#n{9c2{t`AmMCoZ;Q?hH)}x%QSEt8fc3&qFhhz17ykpzPfw$N7 za>Mj;^9}Ci^-NYA4fy24KKavfd3DulZn$y0E0;-GS=qwMiu|QnTr}(9^MBV?h_k+Z z*nB%DCnv?0EeeV9atHtS&UlY@*owV={W@5YE4Zvo5-YxT?V65(!Dji4xO?}wH2D~D zW;bu$QW8p1DKJ#Y=~NP6e)aJqOJQMQyjC_#X%J;7+1|Z-1r8jzqLqC`M<6UTl-%^( zxkHQ17Q*))J))|psIcvN#9(S_T05pNJJ2<`pd-L6aPVL#o(p0X*LqcvOHoIM9=GqP=(nd&kMQl==RPJQCB??Lx}t)K=4x?SSwvo5-lyG<^beT6@Y=S0`}WyizlPhy3-99EF*7rBDJXEp z?vf0D`BILChDOK4gyy9g-4i3)GiT1=BBsPlT6R4jh@@(4Y<%6;7M_!{4|}VluOD{f z2BU4MNo3>s^78W9PoFBm;^uw(_8FZ$+mpLKwq4|Z(#Bzlr1WQ3^7930=;(3~p&uTe zxI3P)v9|B()vF0ur?`Drq@JFhW`SX6b-=3ayE`Jx?Ce@?ZEbuBny){7O0M*rRCoB8 zf8TFuIsrK=_iR?j`>R`7Z9hM=`!+dw{QQ$Uva+%Q^783kGXp0&b589eJquj-{qVy> zRaM`>K+W8LZZp}v?z}UJTG_)BZ(CaKFAWA|RC@eS9vB$lOKj0Ra7#~9ldAQONN8KS z+;NkF+XoeF+IBNWH&O(9%W_1i^5FmSu|)6Z;tGz8#L*X=dvTleek>#Cq=A7!-->kF zb*F)+93xNr*2hI(*`;L@ds>eBrl%{aI)B*zmKgGcT7oeh$`TP;O&a zO;1nfV~l#Fo24%1I;<)k^tY-d#m^K`k)4xs+Q^8l;>C+jY@zn`yl#6fEv?MCk>

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zfM^*|DKx9Zg!@60hftZI=%sxBI3uyY8V(~>T&7f>T`p@7Pl9opSHih{B9JDs46#6P zdHQ03mdbnOcJi3{E>t1X9?@FLVU}d@j87>(88IQbAWaU*5wn;DaBB4cP6YqSJ3NOB z4egX`VWlB5n(*~p2#@)NiqQ@8B~lIl=%~$w{pT==(4srZ@b6r~FNOa-yoiXqf&csG d|G&Svz@tu4;qc3-rKiFVZFOC>C;Kdd{|7fyPGA54 diff --git a/python/examples/disc_radiation_pattern.py b/python/examples/disc_radiation_pattern.py index 7f1fc6ee9..b02f0fe2b 100644 --- a/python/examples/disc_radiation_pattern.py +++ b/python/examples/disc_radiation_pattern.py @@ -57,6 +57,7 @@ def plot_radiation_pattern_polar(Ptheta: np.ndarray): ax.set_thetalim(0, 0.5 * math.pi) ax.grid(True) ax.set_rlabel_position(22) + ax.set_ylabel("radial flux (a.u.)") ax.set_title("radiation pattern in polar coordinates") if mp.am_master(): @@ -88,6 +89,9 @@ def plot_radiation_pattern_3d(Ptheta: np.ndarray): fig, ax = plt.subplots(subplot_kw={"projection": "3d"}, figsize=(6, 6)) ax.plot_surface(xs, ys, zs, cmap="inferno") ax.set_title("radiation pattern in 3d") + ax.set_box_aspect((np.amax(xs), np.amax(ys), np.amax(zs))) + ax.set_zlabel("radial flux (a.u.)") + ax.set(xticklabels=[], yticklabels=[]) if mp.am_master(): fig.savefig(