Singularity#

Get a detailed sweep of the behavior as element l0 approaches the source’s radius

plot singularityEffect
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import xcell as xc
import numpy as np
import Common_nongallery
import matplotlib.pyplot as plt
import pickle
import os
import matplotlib as mpl

fname = "Singularity_sweep"
# fname="Singularity"
animate = False

rElec = 1e-6
x0max = rElec * 200
study0, _ = Common_nongallery.makeSynthStudy(fname, rElec=rElec, xmax=x0max)

elRs = 1e-6 * np.array([1, 5])
x0s = np.array([50, 500])
ks = [0.2, 0.4]

# elRs=1e-6*np.array([1])
# x0s=np.array([200])
# ks=[0.2]
# with mpl.rc_context({'lines.markersize': 2,
#                      'lines.marker': 'o',
#                      'lines.linewidth': 1,
#                      'font.size': 10,
#                     'figure.figsize': [3.25, 5]}):
with mpl.rc_context(
    {
        "lines.markersize": 2.5,
        "lines.marker": "o",
        "lines.linewidth": 1.5,
        "font.size": 10,
        "figure.figsize": [6.5, 5.5],
    }
):
    f2, axes = plt.subplots(3, sharex=True, gridspec_kw={"height_ratios": [4, 4, 2]})
    [ax.grid(True) for ax in axes]
    ax = axes[0]
    ax2 = axes[1]
    a3 = axes[2]

    ax.set_xscale("log")
    ax.set_yscale("log")
    ax.xaxis.set_inverted(True)
    ax2.set_ylabel("Error at source [V]")
    a3.set_ylabel("Points in source")
    # a3.set_xlabel('Closest node to origin [m]')

    a3.set_xlabel(r"Ratio of $\ell_0$ to source radius")
    a3.set_yscale("log")

    ax.set_ylabel("Total error")

    for xx in x0s:
        for rElec in elRs:
            for k in ks:
                x0max = xx * rElec
                condStr = "r%dx%dk%d" % (int(rElec * 1e6), xx, int(10 * k))
                fbase = study0.study_path + "/" + condStr

                if animate:
                    plotter = xc.visualizers.ErrorGraph(plt.figure(), study0)
                    plotter.axes[0].xaxis.set_inverted(True)

                def boundary_function(coord):
                    r = np.linalg.norm(coord)
                    val = rElec / (r * np.pi * 4)
                    return val

                etots = []
                esrc = []
                nInSrc = []
                rclosest = []
                rrel = []

                logmin = int(np.floor(np.log10(rElec / 2))) - 1
                logmax = logmin + 2

                for min_l0 in np.logspace(logmax, logmin):
                    max_depth = int(np.floor(np.log2(x0max / min_l0)))
                    xmax = min_l0 * 2**max_depth
                    study, setup = Common_nongallery.makeSynthStudy(fname, xmax=xmax, rElec=rElec)

                    setup.quick_adaptive_grid(max_depth=max_depth, coefficent=k)
                    setup.set_boundary_nodes(boundary_function)

                    v = setup.solve()

                    setup.getMemUsage(True)
                    setup.print_total_time()

                    if animate:
                        plotter.add_simulation_data(setup)
                    emetric, evec, _, sortr, _ = setup.calculate_errors()
                    etots.append(emetric)
                    esrc.append(evec[sortr][0])
                    nInSrc.append(sum(setup.node_role_table == 2))

                    r = np.linalg.norm(setup.mesh.node_coords, axis=1)

                    rclose = min(r[r != 0])

                    rclosest.append(rclose)
                    rrel.append(rclose / rElec)

                if animate:
                    ani = plotter.animate_study(fbase, fps=10)

                pdata = {
                    "condStr": condStr,
                    "rclosest": rclosest,
                    "rrel": rrel,
                    "etots": etots,
                    "esrc": esrc,
                    "nInSrc": nInSrc,
                }

                pickle.dump(pdata, open(fbase + ".pdata", "wb"))

                # totcol='tab:orange'
                # pkcol='tab:red'
                totcol = "k"
                pkcol = "k"

                rplot = np.array(rrel)

                sortr = np.argsort(rplot)
                ax.plot(rplot[sortr], np.array(etots)[sortr], label=condStr)

                ax2.plot(rplot[sortr], np.array(esrc)[sortr])

                a3.plot(rplot[sortr], np.array(nInSrc)[sortr])


xc.util.loground(ax, which="y")
f2.align_labels()

for a in axes:
    y0, y1 = a.get_ylim()
    a.vlines(np.pi, y0, y1, linestyle="dashed", color=xc.colors.BASE)
    a.text(np.pi, y0, r"$\uparrow \ell_0 = \pi r_0$")

Total running time of the script: (9 minutes 10.817 seconds)

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