% t. `# J- M2 F# ]) |! Iax.plot3D(x,y,z). ?8 Q# d" X3 z' |8 R$ ]% y
ax.set_xlabel('X Axes')+ ^$ S: `- L. G9 h, t
ax.set_ylabel('Y Axes')- b; i( ^2 J' m+ {* ?
ax.set_zlabel('Z Axes')4 z7 O* c* v4 `8 Y! e7 d8 U
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# END OF FILE : TEST2.PY 2 z2 e1 S2 }5 x: j- M#******************************) e0 P4 e4 o: N- [$ Q
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▲ 3D plot的演示 6 Y$ P4 n% x; ?" @* b3 ` S(2) Ex2& N4 P+ W- V1 p& I8 D
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from mpl_toolkits.mplot3d import axes3d) V Z) X" n" a; H
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ax = plt.axes(projection='3d') 7 O% K: a: u9 f% E* M% z( |+ y . M! R3 ~# r8 z, \) M$ Rangle = linspace(0, 2*pi*5, 400)' N; N+ i) @8 Y9 p" x+ s! n
x = cos(angle) 6 b6 ^: V3 r! d& c# By = sin(angle) + V; w2 p7 O# S. }z = linspace(0, 5, 400) 0 q, v, d) |# Y% \, X( a3 b! C, F% r. C+ W! |, q1 Q, H9 R4 E
ax.plot3D(x,y,z) / Q5 T6 Z; i7 L& g6 ~ax.set_xlabel('X Axes')7 X( L2 e& b3 ?/ j: o% ]
ax.set_ylabel('Y Axes') 4 I: ^; o5 M$ j) Uax.set_zlabel('Z Axes')+ `+ Q* R( m6 s* E" M
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▲ 3D绘制的例子 ( \2 S/ `. c! M; q1 G. L(3) Ex3 ( L$ m/ |# E* f5 U; x$ j* ?( y( A / g0 g. w4 Q3 @import matplotlib as mpl % r; a+ D: y5 U& `% N' k' kfrom mpl_toolkits.mplot3d import Axes3D. P$ R/ M$ c; O+ }
import numpy as np0 E. S* U" p; R3 Z$ K. n5 t& D% \
import matplotlib.pyplot as plt2 ^3 F( h( q+ W3 E2 @
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mpl.rcParams['legend.fontsize'] = 10 * A* b3 N: o k. E/ G 4 s. K* P: k1 Z) ~' O9 ?fig = plt.figure()* }7 G+ D+ O/ h0 a R5 G0 s
ax = fig.gca(projection='3d')8 ^. Q2 o9 ~) q# P* J+ @$ Q
theta = np.linspace(-4 * np.pi, 4 * np.pi, 100) 3 d! V% h+ G* K# Q! L. _z = np.linspace(-2, 2, 100)6 ~) A1 ~* h$ r4 F4 H$ c1 v8 I
r = z**2 + 1: r$ \& h. z$ k, m# Q
x = r * np.sin(theta) 8 x4 z9 J4 {7 Z7 D( ry = r * np.cos(theta) * h9 j H7 N2 w9 Sax.plot(x, y, z, label='parametric curve')5 P8 }' T# C3 Q% v4 c$ }
ax.legend()& l2 `& {' O/ Z& f
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➤02 绘制Scatter4 o5 n5 t! R& n! L
利用和上面的相同的绘制命令, }+ E" ~0 G. }0 ]7 @0 f
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将原来的plot3D修改成为 scatter即可。 & X: h# z7 N( X- ^' c2 [8 h8 T% f: W2 k8 k9 b9 o
from mpl_toolkits.mplot3d import axes3d1 a! C+ @, C: m8 ^9 Y
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ax = plt.axes(projection='3d'); \0 A) I* C5 f2 B/ [: K r
0 ^( l* l9 W1 E' Hangle = linspace(0, 2*pi*5, 40)4 H, G. O5 e z d* k& W: \+ ^
x = cos(angle) 0 \$ l+ }- T# Ny = sin(angle): a4 N2 Y Z, k' I1 I9 l) O2 l
z = linspace(0, 5, 40), B) Z, b0 i4 U: Q
V1 S3 J. Z `) ], Kax.scatter(x,y,z, color='b'): B! m- B' l' |- v& m9 ?
ax.set_xlabel('X Axes')6 E4 M2 e1 q. K9 e( \4 Q, H0 X
ax.set_ylabel('Y Axes'), d2 d) T1 O7 s b
ax.set_zlabel('Z Axes') ) h' ~- f, O* u- l7 w: h% i& G: b
plt.show()( q0 `% A' ]: D6 O" d6 s+ _
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▲ Scatter 的例子 5 N: ^+ c; O( \: h/ i* R ; e. _$ z: M# z. n# k4 N( @➤03 绘制3D Surface " q! Z1 g- O! W9 K) i! `+ A(1) Ex1; P$ z6 Z6 a6 o( L) I
\5 Z$ [# R0 R3 K+ o* a" Q▲ 3D surface例子/ S/ Y1 }4 A1 R1 [4 `
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#!/usr/local/bin/python8 x6 b3 `7 G. N: x j* l
# -*- coding: gbk -*- 1 R4 |# ?, I1 _#****************************** T; ]* @9 Z( d( o c) z1 ~# TEST2.PY -- by Dr. ZhuoQing 2020-11-16 {$ w E1 D- s9 O0 Y) R9 T, i
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# Note:, S i- g- }, [: R! c4 p
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from headm import *: p! R, R3 P+ r- k8 V' h
from mpl_toolkits.mplot3d import axes3d / J! L* J. E- Y2 }3 M# s7 |. K* u0 z6 p, l9 ]+ n) ^
ax = plt.axes(projection='3d') 1 H. `8 e4 ?4 d, Y2 \& G# X( w3 S 2 b+ ^' r1 c: Vx = arange(-5, 5, 0.1)$ Y! p. y2 K5 C& E0 }
y = arange(-5, 5, 0.1)4 W% Z3 l" l$ C% b, _2 u
x,y = meshgrid(x, y) $ f. I9 g" m6 \4 M9 d- G; HR = sqrt(x**2+y**2). b" ~7 A! B, v3 {; L1 c+ q# a# ^
z = sin(R)' s9 k+ S, K# l9 K% Y3 e/ s2 G
" I6 p& V$ X8 c8 X! E" J, wax.plot_surface(x, y, z)) d2 V* p7 G" {3 U% p' K1 q
ax.set_xlabel('X Axes'), h6 Q& s$ K7 x0 X- U" ?- U7 T, b
ax.set_ylabel('Y Axes')- y; d+ D8 A5 A9 C
ax.set_zlabel('Z Axes') 4 c1 t9 Y! i# W. s* `1 j: V 7 W/ K, V& Z: j* m& m. X& Jplt.show() z4 Z3 b# p9 L) S6 q# ?# l! u; K) w7 D, }
#------------------------------------------------------------( i! y9 D5 ^# y4 }1 a
# END OF FILE : TEST2.PY3 V, j" m# ]7 v
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29 ! M+ X/ b( y) O2 L( j( n ; ^6 ~( j6 |: {- d▲ 3D 绘制Surface ( h ?1 G2 x0 L8 T1 | ' M5 Q* K. M) n0 k% b! `8 A- V0 p" T4 h' E H- l
▲ 绘制3D球表面 7 Y6 W$ g4 w4 J; E8 O1 ^4 x5 Z3 T; G7 S
(2) 举例 8 ?$ e$ R6 r+ @) R4 n% d! ~4 j; C; F3 |# y! J, O3 ]
''' E: Z- L- q1 e2 ^2 l
*********** # A/ V$ |8 u( h+ T7 x3D surface (color map) + c3 \4 }) y5 J+ l; u! p***********( ^# N6 i+ D" n5 V
Demonstrates plotting a 3D surface colored with the coolwarm color map.6 s9 B4 |$ S4 P$ E0 j
The surface is made opaque by using antialiased=False. , a2 p P/ ]8 L5 u: @Also demonstrates using the LinearLocator and custom formatting for the" V u5 T8 r ^6 n
z axis tick labels.5 _* G/ J! R) U8 }
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2 ?- Q+ k" a) n' x; afrom mpl_toolkits.mplot3d import Axes3D U: ]3 F" O. y* \import matplotlib.pyplot as plt ! P& D& {& i+ d( k0 yfrom matplotlib import cm+ F2 P- \' w" f1 H" o
from matplotlib.ticker import LinearLocator, FormatStrFormatter2 C1 N' l I! J' L
import numpy as np1 A; j( x5 `& ~
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fig = plt.figure() - Z: x9 |7 [ `ax = fig.gca(projection='3d') $ F) u7 V0 E, n0 { - N' F, g) p" v! g% m) U# _$ W# Make data. 3 g8 b w, ?6 a, @X = np.arange(-5, 5, 0.25) , L: o* V r% v' ~5 N4 W6 lY = np.arange(-5, 5, 0.25) / T4 z3 \3 T5 I/ c" k! |. u3 ?X, Y = np.meshgrid(X, Y)2 @6 [4 ?; P8 e
R = np.sqrt(X**2 + Y**2). R0 d) R4 k2 ?% I, |& N7 y
Z = np.sin(R)! ~) H3 ?: {5 Y- L6 O& ?5 a- J* l
; u7 a2 M& C6 c* |, r! \ l* u# Plot the surface. 6 e0 @& A0 s% j; lsurf = ax.plot_surface(X, Y, Z, cmap=cm.coolwarm, ) J" a: U. ^1 H linewidth=0, antialiased=False)) h4 J, R# W7 l- U
# f+ `3 N7 W- s! C# Customize the z axis.- R5 N- M8 [9 ], H) Q4 w" k! S, S
ax.set_zlim(-1.01, 1.01) 1 U$ A7 _( c# ~( u7 Lax.zaxis.set_major_locator(LinearLocator(10)) . K7 i& b2 U& S1 o- X; Wax.zaxis.set_major_formatter(FormatStrFormatter('%.02f')) # z& o% m$ g- }, R# H% s# P6 ^+ z8 ~3 A
# Add a color bar which maps values to colors." F* ^1 ]' h U) w
fig.colorbar(surf, shrink=0.5, aspect=5)$ {7 S6 n: U1 v0 v. v
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plt.show()' G$ V% d" q+ L3 o8 N. F
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▲ 彩色表面绘制 9 x& j" J# f; ]: Z% c5 d$ j 8 e& \. {$ y$ D& e是不是感觉很实用呢? 1 }- X% D$ G2 I) i; m$ L& W5 \) e———————————————— , ]$ ]" {2 Y, Q9 T4 |7 J! \版权声明:本文为CSDN博主「小熊猫爱恰饭」的原创文章,遵循CC 4.0 BY-SA版权协议,转载请附上原文出处链接及本声明。 0 C4 `, T8 G( O; U3 n原文链接:https://blog.csdn.net/m0_67575344/article/details/126766629 5 `! L, e* k6 e 4 F1 V+ v6 j" |- O' k ( ^' R$ M, m5 `7 K( o' f