6 S' P Z' [' D: W! gplt.show() 1 C+ `' `8 c O" O4 Y " D4 b M4 Y+ k- S7 s#------------------------------------------------------------( n. \' A3 }; Y
# END OF FILE : TEST2.PY4 j( q2 e$ M8 C) U3 h4 R# {
#******************************& s" J) k4 z7 w- n! F& I
: Y$ D( f: ^1 e" L
1" z0 F" M' t' Y* z$ F3 F" w) n1 A
2 % I/ J& r1 g+ u& j3! Z7 E0 h! |0 ^& F1 Q' P, d
45 c M5 x' R& B0 a
56 N3 Z0 y t- A3 e( l( [
6% w+ R( t0 |) q% o. Q H
7 ) G. ?( X" R: K: A( }8& K1 b l- N' {+ j( a: c
99 b: X2 k* V! i& b+ Q: _
10( H2 Y: R$ z- Y
11; l6 f L0 b! ?; m
12 7 V( t V6 g5 z/ c. P0 |, U3 D134 v' T% w/ V" _: }, p
14& X$ g' K& V6 F3 D# J7 o
152 N! ]! j; n4 P* a
16 9 O8 a$ w8 {7 T( r# g& O' l17 * { L8 B9 _# F2 X1 j8 f7 m$ A18 ; C, I0 p2 x- |! S. g19 ; _; W: F2 ]" d6 C20 3 I; O) K* q/ e/ R21& o+ l2 H4 x r! [8 b
221 a: h( Z( A4 q. M0 V* S
23 5 v: r" I9 X+ p& s3 j( M1 Q24 ( i! b' n2 Z+ @/ \25 5 V, T1 k: j4 \! o' d2 U9 L1 d26; C2 d1 c B N7 d
; T: W# l* \- J& u; e c
9 M: ~% Q$ r8 b/ y▲ 3D plot的演示 - y' v# h( ^9 H0 j% F4 V$ J(2) Ex2 / g2 |2 L7 n/ [7 A6 t; t5 h; W+ C: K/ N* j( q# d, c
from mpl_toolkits.mplot3d import axes3d . v# d8 _7 t! v! O' ^ ) Y9 A J C4 r" U' K9 Kax = plt.axes(projection='3d') 5 W$ ]0 A# J+ R( |3 A 9 U& {% {8 J$ [! h6 N5 w$ a9 fangle = linspace(0, 2*pi*5, 400)' Y) N% a6 r9 l0 \7 h L/ u' h6 N% H
x = cos(angle) ( J4 }& j1 A% `' V$ Iy = sin(angle) 9 C: B) P0 u' kz = linspace(0, 5, 400) % O, @9 {: T/ m y! Y/ k5 ? ; { d% G X- B2 D b8 Y; Zax.plot3D(x,y,z) . v4 I& A8 N9 v9 iax.set_xlabel('X Axes')6 J7 _0 l. Y: \( t3 p) p
ax.set_ylabel('Y Axes')0 G6 L5 j8 k: P; }
ax.set_zlabel('Z Axes') ) i" {% N3 A3 t: O6 ] $ t# R1 V$ d' c/ t& E3 A g+ k, v; ?plt.show() ) `# u! Z3 K: I" y; \3 F1# u1 V% ` r" h# i/ }1 ]8 R
2+ u, V7 R. p o* }6 s2 A5 s
3 9 N+ X n5 g/ \* H/ i0 T$ `45 J2 {; V% D# s" ^/ s
5& \1 O) q4 h" C* o9 L
6 + ?1 x( \9 Q4 |5 ~" F) b% i7 ) L! v% s) K1 `7 S$ t8 8 J9 h2 o9 [3 f7 p9 k9 - l2 I/ n$ w& |+ K; N10 ' u% X5 ^5 o) Z9 F) P6 q. W' @* c11 & E n0 l8 b( y* X( M( D# y, n! W12. @: e( m( p$ C8 ?. L' m
13! H/ U3 g. ]" {8 W9 v6 @
14 8 Q& b7 {" O S: k, a' O/ R15 9 P, l. H* P$ \& @# u 0 T9 y1 j' z7 b, S" D& t" F8 ?3 N , ~2 ^9 _1 h- i; ~7 l5 ?+ `▲ 3D绘制的例子 ) b% j5 T* k: H# i" o(3) Ex3* k1 A! Y* O6 T5 L7 ?% n$ d3 R
) |% h1 P& B, b2 Wimport matplotlib as mpl # j" |! g! Q( pfrom mpl_toolkits.mplot3d import Axes3D 2 r" a P8 {4 Y. v0 e$ ~import numpy as np % E% r1 z' ?3 B R" Aimport matplotlib.pyplot as plt3 q b9 h$ F8 f2 s
# ]3 L! F8 Y8 K' E2 c+ qmpl.rcParams['legend.fontsize'] = 10 0 ~7 J/ g& O% k+ m% C, S) { 4 L2 I- R7 T" |fig = plt.figure() 4 Z# L6 I( N2 ~& `' jax = fig.gca(projection='3d'): d0 ?& H9 f0 j) |; E
theta = np.linspace(-4 * np.pi, 4 * np.pi, 100)8 R$ U# \! r. W1 w( y; A: I
z = np.linspace(-2, 2, 100) * u. i! i' y7 Wr = z**2 + 15 j9 b) M. m1 v! {5 D0 w
x = r * np.sin(theta) $ t# i+ ~) b$ F$ oy = r * np.cos(theta) ; m$ B. q0 \' Q& s& Aax.plot(x, y, z, label='parametric curve') # z" Q0 q: `. d0 q! C5 rax.legend()2 V9 n* ]) v; M! f0 t; B
3 q4 \" z9 y, e7 a Mplt.show()- f; ?6 p' ?8 G
! [" I* K% r. Q5 o1 ?: S
1 * }: j8 l5 q2 U5 g! w28 C3 s! G$ c% v4 ]/ a
3 ! P0 H% G$ R! o& o0 d% t; l1 l* w4+ | h. ?% ^4 `6 E) T
5 % q3 l+ y; _7 Q9 J: C6 ! r2 t8 x' D) W d1 Z+ W7 / i0 ~, x! e* ^88 W8 c& N" Z" z: J. a+ ^9 n0 [
9 6 O1 G. s- g0 |4 C" g" t. [10+ P4 Q6 H8 n4 {6 I
11 6 e- u( o4 |* c# q+ V7 h: L$ ]5 B9 u12! f; |( M2 N' e& G! O1 J; s
133 ~9 I# h6 c' k( l) A
14: ?7 B. c& ~# N5 W) z! b
15 - d A% H: d4 c8 ]+ c1 Y# D2 D; A n16 ; k% C( ]$ R8 T0 y( g# Q8 W17 7 L2 z/ q& a" E P7 r18 8 b7 W1 f3 m# N6 ~: B9 ]/ Y3 N- U; ?1 U q
! H) l$ q1 U) K7 R
➤02 绘制Scatter2 g5 f4 w6 I2 i% Z1 d
利用和上面的相同的绘制命令, : p9 |3 B6 @7 ?) X4 @- x! X7 h% c/ U- b4 ?
将原来的plot3D修改成为 scatter即可。 4 v# l, @3 L: i) |5 R5 f 7 ^" P+ p9 o5 A; B& s* E- tfrom mpl_toolkits.mplot3d import axes3d 9 L$ ]+ j/ ]3 K. j. z3 O6 l$ p; G: q/ N" R9 b
ax = plt.axes(projection='3d')0 k5 k& N/ t7 n
0 h/ U2 H- f- b5 [% h
angle = linspace(0, 2*pi*5, 40)4 j$ k) V5 i8 _6 g- [# @* Y [
x = cos(angle) . Y8 u3 o- l/ Q% D% \5 S; A. \% by = sin(angle) 7 Z7 L! G _; Kz = linspace(0, 5, 40); z" N% ~5 v7 A, J( s/ ^1 j
& C: J3 V+ i: e1 U9 V9 i1 v# y+ C
ax.scatter(x,y,z, color='b') " {% y6 }9 M5 o) H; v4 M4 Jax.set_xlabel('X Axes') " O# g# O) m4 F7 j" U' Max.set_ylabel('Y Axes') ; _1 T" D) C2 o% kax.set_zlabel('Z Axes')( {0 f0 @! O2 D, _) Q+ k+ l
8 v8 `5 H8 T: C! x; j# }/ E
plt.show()& ^; A8 l9 [; C# ~
1: S, C; A1 _2 ^" E9 p+ Y
2- @# z, D. l3 V* K R1 z3 }4 ]
3- Y) O6 w7 z) B
4& K( C$ v, X& n
5 2 S# s G$ N: {: z6 1 c( @3 p, u f6 ^: J) s71 ?) O8 \) |( J; ^# N/ Q- t0 K& I
8; x" s% k6 X- t& U
9 , g! o+ u" r# E0 i$ i10 ; b9 ^$ s1 U: D& \% K11 9 i% }+ X. B4 U9 r12 7 O3 o; {* W0 W13* p" S0 K$ _ x
14- D) j8 s6 i) B/ o7 i4 a# n
15% O( {* O4 d& Q
' Q6 \0 X. ?( F, w▲ Scatter 的例子/ K$ h' V( g; g0 ^/ [$ H1 `* ~
8 C# K+ r6 F4 o! N. {5 O
➤03 绘制3D Surface K, C% G t) ` C+ }(1) Ex1 6 c# n8 ~; i- r9 R- B6 E( @1 j( A 3 ?1 A# @8 F X K8 a- Q( v▲ 3D surface例子 % M# `3 V9 t) `2 N: Q, ?7 \ O( h' _, {8 [8 |5 k" R2 C+ k#!/usr/local/bin/python2 S# w7 R0 Z/ ^$ k8 S1 V. q% C$ W5 R4 ?
# -*- coding: gbk -*-4 t: [8 v0 g; t. G
#******************************. d; o% D. D7 W4 C8 S
# TEST2.PY -- by Dr. ZhuoQing 2020-11-169 y" i5 X+ [2 h
#6 f! L9 l+ I2 O# G# ^1 _( C
# Note:/ q, _1 n/ L# n& u
#****************************** + p9 Q; f$ a& M2 N* K 4 ^. F8 z5 L9 Z& ifrom headm import * # i! u) S! N& r$ [from mpl_toolkits.mplot3d import axes3d % `) A; |; n" x7 x) w6 c* P3 F: L, }
ax = plt.axes(projection='3d') 9 X! X% k) r/ n+ C' R! x( h 1 K$ g1 l! o2 U, Px = arange(-5, 5, 0.1)9 Z+ G5 a$ p" L7 J; o
y = arange(-5, 5, 0.1) 1 d% `# H# W3 b: d+ Yx,y = meshgrid(x, y); ]9 |. |1 W# T: \& _ e
R = sqrt(x**2+y**2) ; j: j) f+ U4 f" \z = sin(R) 1 y: H1 A+ I! F6 K& Z K: e, A! b& x8 U! i7 @) V) F0 W2 J
ax.plot_surface(x, y, z) ; _* T. B; U5 \7 Z" U; w$ M; S/ Pax.set_xlabel('X Axes')( l) o. @6 J# A& A9 v+ \- ] |1 M& j
ax.set_ylabel('Y Axes')8 c0 g: D( w' N. Z6 Q5 Y
ax.set_zlabel('Z Axes')( J/ e3 f5 P, n' N* n, {- U9 `' V9 s2 \
4 y- @! N; t8 s. M- Fplt.show() % P% w% J: }1 a# Q, o9 U' r: O& s4 w1 l% V
#------------------------------------------------------------ 7 }* v4 m0 E" S; U; S# END OF FILE : TEST2.PY2 y( X6 C- L1 v3 |% b
#******************************' h! m: F9 ]$ i) t3 N: H
1 }+ ?/ K Y1 e. y- X1$ Q# r! Z5 j* \+ [- `& }0 n& ~; Y
23 C, o$ c: D) F2 ~" G) R& z' C- m4 Z
33 n* ~7 ~& Q& b2 ~, t: X- Z1 e8 y
4* J. p3 R2 A. c8 a1 h
5) B, J! A. T- G
6( n$ z4 ]# Z D7 T* _5 R
73 e+ d" }* d8 T1 j" J# E
8/ M4 Q$ g: {! u0 U' {
9 # N. E0 ` V; F- t8 I% e10 % u1 W7 Z+ m4 n' [11 4 K$ i7 G4 h( \# X6 r( j8 N12 9 k" G: p9 b* @1 t6 V* Z136 W% \9 I0 B9 \
144 K2 V. \8 E8 d
159 T* {) O1 M& d+ g* B
16 ; N' J* K0 F- Q/ e17 ) z( c! w! p& ]6 W' x* d182 m& `+ X0 M" H
190 \6 {' g% u% Z$ Z4 g6 E: E
20% V1 e, ] x+ [6 A J1 n0 a% D
21 w. r& y2 B, D' Q0 L' d
221 u: k2 x) T4 |& K% Z
23. T/ f2 o( M% a% `& N4 ]0 }2 B
246 \, F3 n) i% m9 G( I2 {
25 $ p6 p- d4 ^; c; c+ t- n26 3 G7 Q8 ^( Y, t V* a( I27 $ _2 h! f9 o1 _& G! t. r28 0 ?) I: U7 N- y4 I: I+ z29. G! M) C9 d6 F A4 ]
8 B4 [. Z+ L# c5 M
▲ 3D 绘制Surface 7 }, O/ m$ ]' [) {, N- V C5 Q 1 M% M/ T9 g0 R& F+ d# c) g [
▲ 绘制3D球表面; I6 [9 @7 F) O2 v7 ^2 S
6 N& m' g8 e- l+ d(2) 举例 ! c8 S: ]4 v& Y- ^% c6 p. L- m' ^, E 0 u$ Q6 B0 h/ t8 c+ x2 w2 j! T* R''' / h4 A6 Y; ]! b0 X- Q*********** ( t3 F) H8 d* P" u& d6 h3D surface (color map) , o7 r# R0 P" W*********** ! o" M" p2 b0 z6 F: fDemonstrates plotting a 3D surface colored with the coolwarm color map. 4 [- n* ]/ N5 J% DThe surface is made opaque by using antialiased=False. 3 P! I1 n/ t* \: b/ cAlso demonstrates using the LinearLocator and custom formatting for the 3 v* o/ ^$ y) q% Hz axis tick labels." H7 |; }5 ?/ f1 ?; m- @
''' " g& [% D2 V1 o! ]+ N! J* a" ~* R, S. H z# O4 X; ~: g
from mpl_toolkits.mplot3d import Axes3D % R2 F4 G7 Y& c0 m5 e, c) i) u. Zimport matplotlib.pyplot as plt $ O1 } F9 m* k* [8 d3 K# F) m8 Kfrom matplotlib import cm ; g& ^! ?) B! V9 U3 C/ x* Jfrom matplotlib.ticker import LinearLocator, FormatStrFormatter # [2 X2 ~- Q/ W" E+ Bimport numpy as np w+ u& [8 A! g) c( v8 b3 V) W* d6 h
fig = plt.figure() * G: u- Q& J, S* {- @/ b' eax = fig.gca(projection='3d')2 \0 X" x% @# S$ a, D. s9 \
. M, o y! b2 x p+ B# Make data.9 q+ ^3 a/ ~7 t! ]- f, m" `
X = np.arange(-5, 5, 0.25): K9 P1 W/ }8 B: X" P9 ~% P4 C2 k
Y = np.arange(-5, 5, 0.25) % p1 R3 x o+ X- JX, Y = np.meshgrid(X, Y)( O: g' e' V s: X) O
R = np.sqrt(X**2 + Y**2)9 @4 [* b) o# Q0 s- \ X) a6 \
Z = np.sin(R)% F/ E3 R; H0 ?0 A, w
- N% d( ]: u! z' @3 Z# Plot the surface.! D- U' w" Q+ j/ l/ t
surf = ax.plot_surface(X, Y, Z, cmap=cm.coolwarm,% s1 g& n$ a" v1 q! m$ K$ i4 \! G
linewidth=0, antialiased=False) 8 v5 J6 e: ~, O: F/ l3 [2 w( E _+ E) T3 J) k% ^9 P
# Customize the z axis.8 |; ]5 [/ R- H# X3 X
ax.set_zlim(-1.01, 1.01)0 w1 `/ U3 `8 O2 W4 D
ax.zaxis.set_major_locator(LinearLocator(10)) 7 e7 u6 j, F7 W% W9 ~/ iax.zaxis.set_major_formatter(FormatStrFormatter('%.02f'))" i* `. P; ]! I
* L: g% P3 e8 }6 c2 V# Add a color bar which maps values to colors. 6 }, ~$ j. L/ w$ Mfig.colorbar(surf, shrink=0.5, aspect=5) % V7 Q' Q& u; j' L( }, d; |( I2 y% i7 m7 ~; t( d& @
plt.show() & L0 e4 r5 v; e# s i) v9 N8 w% K1 |- D
1; z/ B# a3 p4 h9 m) c1 s1 o. u
2 1 f; t# l; e7 |: C3 y1 W0 \3 d3 7 f: X S& q' g+ O4, { b( |' z0 S; S) N3 _
5 1 W7 l: ^$ A8 C" F! ~66 G# K. P; Q) q2 W" C
7 N( ?1 a2 J8 Q+ `! ~
8 ' m8 ^$ |2 z+ C: [9 / j8 Q% V* A0 {$ B5 D6 R103 ?( B& K$ p$ h
11 ) X2 U! a0 |% q12$ V- A; ^0 C1 l& H3 ]- i8 i$ ?' u
13 5 h5 Y2 f3 K6 R+ c6 O0 d147 L" o; t" @; F
15 3 E9 g( G, d+ Q" Z" X16 / s- C: [/ M, i9 D8 s17 + T: G2 K" [! h5 g: z1 E* M18( f' h9 D8 Z. ~0 Z6 ?8 S
19 6 L2 Z2 P0 C* j2 ?/ k20 ; `9 x+ C5 S7 e* R) h7 c1 s21 6 j* A- a" d& L22 % _. C( M+ y4 R8 `! q$ A8 F23; r1 F. z" B; r7 M x0 n# T
24& O( B% R2 X, y7 P% n3 u
253 [3 }- @; \' g8 t9 U2 @, j. L$ A
26 7 ]. \: }6 o/ q1 @( Y27( t2 M( [/ w% Q, s
28 9 s2 i! ]: l6 M0 ~% R4 W29 . M+ p$ g* C6 `% N* Z# L) e30 0 p; z! K# S9 x( u2 E31 6 y+ I* ~$ E2 ]' v3 ~2 l( j9 O32 - U. y, A! Y" {% p6 `; @33/ f( u! s$ } l
34 . x) W5 C- J, M* I' L; ~# l4 q) J35 4 M5 ^3 }# m! z9 `36 : n1 u: L- d0 g4 D0 v37& W' X5 I# H! F6 m
38+ O, m U" K q( A1 G" I+ N
39+ r) f6 l( Z: h( m. X$ u