Matplotlib es una biblioteca en Python y es una extensión matemática numérica para la biblioteca NumPy. La clase Axes contiene la mayoría de los elementos de la figura: Axis, Tick, Line2D, Text, Polygon, etc., y establece el sistema de coordenadas. Y las instancias de Axes admiten devoluciones de llamada a través de un atributo de devoluciones de llamada.
función matplotlib.axes.Axes.get_children()
La función Axes.get_children() en el módulo de ejes de la biblioteca matplotlib se usa para devolver una lista de los artistas secundarios de este artista.
Sintaxis: Axes.get_children(self)
Parámetros: este método no acepta ningún parámetro.
Devoluciones: este método devuelve una lista de los artistas secundarios de este artista.
Los siguientes ejemplos ilustran la función matplotlib.axes.Axes.get_children() en matplotlib.axes:
Ejemplo 1:
# Implementation of matplotlib function import matplotlib.pyplot as plt from matplotlib.lines import Line2D import numpy as np from numpy.random import rand fig, ax2 = plt.subplots() ax2.bar(range(10), rand(10), picker = True) for label in ax2.get_xticklabels(): label.set_picker(True) def onpick1(event): if isinstance(event.artist, Line2D): thisline = event.artist xdata = thisline.get_xdata() ydata = thisline.get_ydata() ind = event.ind print('onpick1 line:', np.column_stack([xdata[ind], ydata[ind]])) elif isinstance(event.artist, Rectangle): patch = event.artist print('onpick1 patch:', patch.get_path()) elif isinstance(event.artist, Text): text = event.artist print('onpick1 text:', text.get_text()) print("List of the child Artists of this Artist \n", *list(ax2.get_children()), sep ="\n") fig.suptitle('matplotlib.axes.Axes.get_children()\ function Example', fontweight ="bold") plt.show()
Producción:
List of the child Artists of this Artist Rectangle(xy=(-0.4, 0), width=0.8, height=0.317575, angle=0) Rectangle(xy=(0.6, 0), width=0.8, height=0.225129, angle=0) Rectangle(xy=(1.6, 0), width=0.8, height=0.711747, angle=0) Rectangle(xy=(2.6, 0), width=0.8, height=0.905822, angle=0) Rectangle(xy=(3.6, 0), width=0.8, height=0.357726, angle=0) Rectangle(xy=(4.6, 0), width=0.8, height=0.425352, angle=0) Rectangle(xy=(5.6, 0), width=0.8, height=0.594905, angle=0) Rectangle(xy=(6.6, 0), width=0.8, height=0.720468, angle=0) Rectangle(xy=(7.6, 0), width=0.8, height=0.0908192, angle=0) Rectangle(xy=(8.6, 0), width=0.8, height=0.00946913, angle=0) Spine Spine Spine Spine XAxis(80.0, 52.8) YAxis(80.0, 52.8) Text(0.5, 1.0, '') Text(0.0, 1.0, '') Text(1.0, 1.0, '') Rectangle(xy=(0, 0), width=1, height=1, angle=0)
Ejemplo 2:
# Implementation of matplotlib function import matplotlib.pyplot as plt import numpy as np from matplotlib.patches import Ellipse NUM = 200 ells = [Ellipse(xy = np.random.rand(2) * 10, width = np.random.rand(), height = np.random.rand(), angle = np.random.rand() * 360) for i in range(NUM)] fig, ax = plt.subplots(subplot_kw ={'aspect': 'equal'}) for e in ells: ax.add_artist(e) e.set_clip_box(ax.bbox) e.set_alpha(np.random.rand()) e.set_facecolor(np.random.rand(4)) ax.set_xlim(3, 7) ax.set_ylim(3, 7) print("List of the child Artists of this Artist \n", *list(ax.get_children()), sep ="\n") fig.suptitle('matplotlib.axes.Axes.get_children() \ function Example', fontweight ="bold") plt.show()
Producción:
Lista de los artistas secundarios de este artista
Ellipse(xy=(0.668847518877268, 6.938675739674615), width=0.7296641185042964, height=0.0893037783885946, angle=224.41378373868537)
Ellipse(xy=(5.306564101346753, 5.6414743505376554), width=0.4832304987995424, height=0.5640541378173555, angle=151.88483080818298)
Ellipse(xy=(4.38744932068929 , 8.857587055799286), width=0.4259613611748855, height=0.3595422876116724, angle=129.58828319517747)
Ellipse(xy=(8.121105826404722, 7.422123947610576), width=0.714809119557049, height=0.2909415357326306, angle=108.51022573801347)
Ellipse(xy=(1.0944856506422218, 4.114841876256491), width= 0.8756241630121662, height=0.6297136306001118, angle=211.58332164398425)
Ellipse(xy=(5.680324678280178, 2.7526956083194962), width=0.26002961565328275, height=0.5638991468608816, angle=269.51683670695894)
Ellipse(xy=(1.759795460241057, 6.6086863716936515), width=0.9813407495350716, height=0.906416758470574, angle=200.18267967935813)
Ellipse(xy=(1.3266447835400441, 9.337065162177892), width=0.3011954429847411, height=0.4701679800332409, angle=155.80186880007344)
Ellipse(xy=(8.3826234222602 , 3.588428218346799), width=0.06997850673347905, height=0.008478049066238724, angle=290.21461427371054)
Ellipse(xy=(5.718139291800139, 1.4568061334936755), width=0.6241044378074627, height=0.13159442120449694, angle=151.73230168099784)
Ellipse(xy=(6.33742168712369, 2.509445743956654), width= 0.7396872540277428, height=0.8117831845488527, angle=193.47055838139028)
Ellipse(xy=(2.2574765926179508, 9.444597243698578), width=0.9078932751316021, height=0.3962198970414217, angle=270.5705744796087)
Ellipse(xy=(5.976463234465774, 9.965722788440821), width=0.7821474347151081, height=0.8236486270086005, angle=217.48307520265402)
Ellipse(xy=(1.611134135712473, 2.5497306246715743), width=0.2509070586774016, height=0.05431285754829929, angle=326.2319795741479)
Ellipse(xy=(6.188787081385608 , 7.862836298527308), width=0.23192989082414306, height=0.29056785059245394, angle=145.0614286054921)
Ellipse(xy=(2.000280441372114, 4.00565706257049), width=0.6041821795179914, height=0.2344793963474182, angle=330.2508859583917)
Ellipse(xy=(7.596821021797267, 9.812335949562573), width= 0.17741727727030243, height=0.875928177171972, angle=38.48450306219937)
Ellipse(xy=(1.902166793036052, 4.443949777428217), width=0.8302906423218748, height=0.04221678109738081, angle=313.266074251759)
Ellipse(xy=(2.9460004651214255, 5.913963843663993), width=0.525628867501478, height=0.7014876526859289, angle=9.423167050903931)
Ellipse(xy=(9.95615289516793, 2.4704815926985733), width=0.993610959169028, height=0.8635578087205207, angle=148.01944177675205)
Ellipse(xy=(7.6715140262779125 , 6.1914335059209265), width=0.2427342662419859, height=0.5992847621526142, angle=74.00243554065965)
Ellipse(xy=(9.37124259467692, 3.3141900648003144), width=0.6760490238541932, height=0.3197915152759725, angle=286.3601657095787)
Ellipse(xy=(3.120890373388714, 4.378622912107614), width= 0.21603691388966506, height=0.8554260328128318, angle=57.39981998879316)
Ellipse(xy=(4.895016111374236, 6.6982352431596), width=0.20602114082985268, height=0.8969470064794466, angle=108.23706208912736)
Ellipse(xy=(6.5955084166752975, 5.4856696718151134), width=0.46084655712792477, height=0.15670414293094592, angle=51.157007076546435)
Ellipse(xy=(8.977872911395865, 1.594978946174378), width=0.19370534108519422, height=0.65175768482454, angle=287.2785245154871)
Ellipse(xy=(9.867156824110896 , 5.103434932082337), width=0.33065582074441346, height=0.9319298565441625, angle=39.747123546038395)
Ellipse(xy=(2.401720545005004, 9.876159792555402), width=0.009638279007150974, height=0.5285835646712311, angle=148.47661856715726)
Ellipse(xy=(6.634236224240931, 4.901904133168296), width= 0.06521451401104872, height=0.4602401062945074, angle=115.86093023971345)
Ellipse(xy=(9.74075320744922, 4.388774491311609), width=0.6953480142650095, height=0.32975069493540243, angle=214.3641324591366)
Ellipse(xy=(9.930218446839318, 2.771779294923813), width=0.7139109731225234, height=0.9516327414411265, angle=75.20921853762026)
Ellipse(xy=(9.02500337954936, 4.811919504150149), width=0.7046697049621687, height=0.017089064247432728, angle=300.17567517269686)
Ellipse(xy=(6.444424441899182 , 4.252911074512578), width=0.8385127161668413, height=0.2163138911513347, angle=48.266755225669094)
Ellipse(xy=(6.068626561347563, 4.793581810388597), width=0.18947496275439746, height=0.7151608339185527, angle=114.8913822273658)
Ellipse(xy=(6.582199015690588, 7.022236948784853), width= 0.7631868102782919, height=0.31629756750797156, angle=210.76113531568035)
Ellipse(xy=(2.6605257126653727, 6.190744752043539), width=0.18533068802956, height=0.9313876409276954, angle=270.7107964027917)
Ellipse(xy=(9.729156805280512, 8.535296071205323), width=0.6973814402318527, height=0.4076421452296588, angle=12.519766569590086)
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Ellipse(xy=(2.8146123090401174 , 0.18910000668226234), width=0.5798722295134174, height=0.7845645339337217, angle=67.59025285824337)
Ellipse(xy=(2.2583633093517284, 8.292815315946571), width=0.529387905458512, height=0.712715723215864, angle=177.92149933218994)
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Ellipse(xy=(6.4748034668429995, 8.291463495669596), width=0.7639076748407188, height=0.15808021094381897, angle=184.4915201031034)
Ellipse(xy=(7.248674871754, 6.688957553386371), width=0.8586501914207866, height=0.5481761887562997, angle=232.20590160225228)
Ellipse(xy=(7.704445468143085, 7.61745884266264), width=0.8409266322415021, height=0.28682960748964337, angle=289.91765053599465)
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Ellipse(xy=(8.512105177810646, 2.112607295791573), width= 0.8746678310632856, height=0.869019924857299, angle=335.94263565243716)
Ellipse(xy=(9.73173795902476, 6.279161908246785), width=0.7122258589248008, height=0.5919503858929261, angle=23.582802913432914)
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Columna vertebral Columna
vertebral Columna
vertebral Eje X(80.0, 52.8) Eje YA(80.0, 52.8) Texto(0.5, 1.0, ”) Texto(0.0, 1.0, ”) Texto(1.0, 1.0, ”) Rectángulo(xy=(0, 0), ancho=1, altura=1, ángulo=0)
Publicación traducida automáticamente
Artículo escrito por SHUBHAMSINGH10 y traducido por Barcelona Geeks. The original can be accessed here. Licence: CCBY-SA