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第详解Matlab绘制3D玫瑰花的方法(内附旋转版本)目录1.玫瑰花绘制绘制效果完整代码2.月季花绘制绘制效果完整代码3.玫瑰配色4.旋转版本
1.玫瑰花绘制
绘制效果
完整代码
functiondrawrose
gridon
[x,t]=meshgrid((0:24)./24,(0:0.5:575)./575.*20.*pi+4*pi);
p=(pi/2)*exp(-t./(8*pi));
change=sin(15*t)/150;
u=1-(1-mod(3.6*t,2*pi)./pi).^4./2+change;
y=2*(x.^2-x).^2.*sin(p);
r=u.*(x.*sin(p)+y.*cos(p));
h=u.*(x.*cos(p)-y.*sin(p));
map=[0.91760.94121.0000
0.90940.93410.9992
0.90110.92710.9984
0.89290.92000.9977
0.88470.91300.9969
0.87640.90590.9961
0.86820.89880.9953
0.86000.89180.9945
0.85180.88470.9938
0.84350.87770.9930
0.83530.87060.9922
0.83370.86980.9910
0.83220.86900.9898
0.83060.86820.9887
0.82900.86740.9875
0.82750.86670.9863
0.82590.86590.9851
0.82430.86510.9839
0.82270.86430.9828
0.82120.86350.9816
0.81960.86270.9804
0.80780.85210.9765
0.79610.84150.9726
0.78430.83100.9686
0.77260.82040.9647
0.76080.80980.9608
0.74900.79920.9569
0.73730.78860.9530
0.72550.77810.9490
0.71380.76750.9451
0.70200.75690.9412
0.68360.74000.9396
0.66510.72320.9381
0.64670.70630.9365
0.62820.68940.9349
0.60980.67250.9334
0.59140.65570.9318
0.57290.63880.9302
0.55450.62190.9286
0.53600.60510.9271
0.51760.58820.9255
0.50270.57760.9271
0.48780.56700.9286
0.47290.55650.9302
0.45800.54590.9318
0.44310.53530.9334
0.42820.52470.9349
0.41330.51410.9365
0.39840.50360.9381
0.38350.49300.9396
0.36860.48240.9412
0.36230.47420.9404
0.35610.46590.9396
0.34980.45770.9388
0.34350.44940.9380
0.33720.44120.9373
0.33100.43300.9365
0.32470.42470.9357
0.31840.41650.9349
0.31220.40820.9341
0.30590.40000.9333
0.29810.39180.9235
0.29020.38350.9137
0.28240.37530.9039
0.27450.36700.8941
0.26670.35880.8843
0.25890.35060.8745
0.25100.34230.8647
0.24320.33410.8549
0.23530.32580.8451
0.22750.31760.8353
0.21690.30860.8165
0.20630.29960.7977
0.19570.29060.7788
0.18510.28160.7600
0.17460.27260.7412
0.16400.26350.7224
0.15340.25450.7036
0.14280.24550.6847
0.13220.23650.6659
0.12160.22750.6471];
set(gca,'CameraPosition',[222])
holdon
surface(r.*cos(t),r.*sin(t),h,'EdgeAlpha',0.1,...
'EdgeColor',[000],'FaceColor','interp')
colormap(map)
2.月季花绘制
functiondrawrose2
gridon
[x,t]=meshgrid((0:24)./24,(0:0.5:575)./575.*20.*pi-4*pi);
p=(pi/2)*exp(-t./(8*pi));
change=sin(20*t)/150;
u=1-(1-mod(3.3*t,2*pi)./pi).^4./2+change;
y=2*(x.^2-x).^2.*sin(p);
r=u.*(x.*sin(p)+y.*cos(p)).*1.5;
h=u.*(x.*cos(p)-y.*sin(p));
map=[0.91760.74900.3765
0.91880.75130.3879
0.92000.75370.3992
0.92110.75600.4106
0.92230.75840.4220
0.92350.76080.4334
0.92470.76310.4447
0.92590.76540.4561
0.92700.76780.4675
0.92820.77020.4788
0.92940.77250.4902
0.92980.76980.5008
0.93020.76700.5114
0.93060.76430.5220
0.93100.76150.5326
0.93140.75880.5432
0.93170.75610.5537
0.93210.75330.5643
0.93250.75060.5749
0.93290.74780.5855
0.93330.74510.5961
0.92900.74040.5894
0.92470.73570.5828
0.92040.73100.5761
0.91610.72630.5694
0.91180.72150.5627
0.90740.71680.5561
0.90310.71210.5494
0.89880.70740.5427
0.89450.70270.5361
0.89020.69800.5294
0.88900.69760.5388
0.88780.69720.5482
0.88670.69680.5576
0.88550.69640.5670
0.88430.69610.5765
0.88310.69570.5859
0.88190.69530.5953
0.88080.69490.6047
0.87960.69450.6141
0.87840.69410.6235
0.88270.69880.6364
0.88700.70350.6494
0.89140.70820.6623
0.89570.71290.6753
0.90000.71770.6882
0.90430.72240.7011
0.90860.72710.7141
0.91300.73180.7270
0.91730.73650.7400
0.92160.74120.7529
0.91530.72750.7545
0.90900.71370.7560
0.90280.70000.7576
0.89650.68630.7592
0.89020.67250.7608
0.88390.65880.7623
0.87760.64510.7639
0.87140.63140.7655
0.86510.61760.7670
0.85880.60390.7686
0.85800.59060.7557
0.85720.57720.7427
0.85650.56390.7298
0.85570.55060.7168
0.85490.53730.7039
0.85410.52390.6910
0.85330.51060.6780
0.85260.49730.6651
0.85180.48390.6521
0.85100.47060.6392
0.84200.44470.6110
0.83300.41880.5827
0.82390.39300.5545
0.81490.36710.5263
0.80590.34120.4980
0.79690.31530.4698
0.78790.28940.4416
0.77880.26360.4134
0.76980.23770.3851
0.76080.21180.3569];
set(gca,'CameraPosition',[222])
holdon
surface(r.*cos(t),r.*sin(t),h,'EdgeAlpha',0.1,...
'EdgeColor',[0.50.50.5],'FaceColor','interp')
colormap(map)
3.玫瑰配色
代码中变量map的数值可改变以绘制不同颜色玫瑰,这里提供一部分自己取的颜色数据。
颜色展示
c1
c2
c3
c4
c5
c6
c7
颜色数据自取
c1=[1.00000.64710.8275
0.99840.63530.8130
0.99690.62360.7985
0.99530.61180.7840
0.99370.60000.7695
0.99210.58820.7550
0.99060.57650.7404
0.98900.56470.7259
0.98740.55290.7114
0.98590.54120.6969
0.98430.52940.6824
0.97570.51490.6730
0.96700.50040.6636
0.95840.48590.6541
0.94980.47140.6447
0.94110.45680.6353
0.93250.44230.6259
0.92390.42780.6165
0.91530.41330.6070
0.90660.39880.5976
0.89800.38430.5882
0.89370.37800.5756
0.88940.37180.5631
0.88510.36550.5505
0.88080.35920.5380
0.87640.35290.5254
0.87210.34670.5129
0.86780.34040.5003
0.86350.33410.4878
0.85920.32790.4752
0.85490.32160.4627
0.85610.31650.4596
0.85730.31140.4564
0.85840.30630.4533
0.85960.30120.4502
0.86080.29610.4471
0.86200.29100.4439
0.86320.28590.4408
0.86430.28080.4377
0.86550.27570.4345
0.86670.27060.4314
0.85490.26200.4165
0.84320.25330.4016
0.83140.24470.3867
0.81960.23610.3718
0.80780.22740.3569
0.79610.21880.3420
0.78430.21020.3271
0.77250.20160.3122
0.76080.19290.2973
0.74900.18430.2824
0.75530.18270.2855
0.76160.18120.2887
0.76780.17960.2918
0.77410.17800.2949
0.78040.17640.2980
0.78670.17490.3012
0.79300.17330.3043
0.79920.17170.3074
0.80550.17020.3106
0.81180.16860.3137
0.79770.16310.3023
0.78360.15760.2910
0.76940.15210.2796
0.75530.14660.2682
0.74120.14110.2569
0.72710.13570.2455
0.71300.13020.2341
0.69880.12470.2227
0.68470.11920.2114
0.67060.11370.2000
0.66860.11410.1996
0.66670.11450.1992
0.66470.11490.1988
0.66280.11530.1984
0.66080.11570.1981
0.65880.11600.1977
0.65690.11640.1973
0.65490.11680.1969
0.65300.11720.1965
0.65100.11760.1961];
c2=[0.20000.09410.3569
0.20630.09060.3663
0.21250.08700.3757
0.21880.08350.3851
0.22510.08000.3945
0.23140.07650.4040
0.23760.07290.4134
0.24390.06940.4228
0.25020.06590.4322
0.25640.06230.4416
0.26270.05880.4510
0.26700.06080.4537
0.27130.06270.4565
0.27570.06470.4592
0.28000.06660.4620
0.28430.06860.4647
0.28860.07060.4674
0.29290.07250.4702
0.29730.07450.4729
0.30160.07640.4757
0.30590.07840.4784
0.32670.08550.4811
0.34750.09250.4839
0.36820.09960.4866
0.38900.10660.4894
0.40980.11370.4921
0.43060.12080.4949
0.45140.12780.4977
0.47210.13490.5004
0.49290.14190.5031
0.51370.14900.5059
0.52550.15290.5055
0.53720.15680.5051
0.54900.16080.5047
0.56080.16470.5043
0.57260.16860.5040
0.58430.17250.5036
0.59610.17640.5032
0.60790.18040.5028
0.61960.18430.5024
0.63140.18820.5020
0.65530.19840.4949
0.67920.20860.4879
0.70320.21880.4808
0.72710.22900.4738
0.75100.23920.4667
0.77490.24940.4596
0.79880.25960.4526
0.82280.26980.4455
0.84670.28000.4385
0.87060.29020.4314
0.87650.30240.4247
0.88240.31450.4181
0.88820.32670.4114
0.89410.33880.4047
0.90000.35100.3981
0.90590.36320.3914
0.91180.37530.3847
0.91760.38750.3780
0.92350.39960.3714
0.92940.41180.3647
0.93410.42280.3659
0.93880.43380.3671
0.94350.44470.3682
0.94820.45570.3694
0.95290.46670.3706
0.95770.47770.3718
0.96240.48870.3730
0.96710.49960.3741
0.97180.51060.3753
0.97650.52160.3765
0.97850.52590.3808
0.98040.53020.3851
0.98240.53450.3894
0.98430.53880.3937
0.98630.54320.3981
0.98830.54750.4024
0.99020.55180.4067
0.99220.55610.4110
0.99410.56040.4153
0.99610.56470.4196
0.99650.57180.4224
0.99690.57880.4251
0.99730.58590.4279
0.99770.59290.4306
0.99800.60000.4334
0.99840.60710.4361
0.99880.61410.4388
0.99920.62120.4416
0.99960.62820.4443
1.00000.63530.4471
0.99920.64670.4549
0.99840.65800.4628
0.99770.66940.4706
0.99690.68080.4785
0.99610.69220.4863
0.99530.70350.4941
0.99450.71490.5020
0.99380.72630.5098
0.99300.73760.5177
0.99220.74900.5255
0.99300.76390.5380
0.99380.77880.5506
0.99450.79370.5632
0.99530.80860.5757
0.99610.82350.5882
0.99690.83840.6008
0.99770.85330.6133
0.99840.86820.6259
0.99920.88310.6384
1.00000.89800.6510
0.99840.90350.6565
0.99690.90900.6620
0.99530.91450.6675
0.99370.92000.6730
0.99210.92540.6784
0.99060.93090.6839
0.98900.93640.6894
0.98740.94190.6949
0.98590.94740.7004
0.98430.95290.7059];
c3=[0.91760.94121.0000
0.90940.93410.9992
0.90110.92710.9984
0.89290.92000.9977
0.88470.91300.9969
0.87640.90590.9961
0.86820.89880.9953
0.86000.89180.9945
0.85180.88470.9938
0.84350.87770.9930
0.83530.87060.9922
0.83370.86980.9910
0.83220.86900.9898
0.83060.86820.9887
0.82900.86740.9875
0.82750.86670.9863
0.82590.86590.9851
0.82430.86510.9839
0.82270.86430.9828
0.82120.86350.9816
0.81960.86270.9804
0.80780.85210.9765
0.79610.84150.9726
0.78430.83100.9686
0.77260.82040.9647
0.76080.80980.9608
0.74900.79920.9569
0.73730.78860.9530
0.72550.77810.9490
0.71380.76750.9451
0.70200.75690.9412
0.68360.74000.9396
0.66510.72320.9381
0.64670.70630.9365
0.62820.68940.9349
0.60980.67250.9334
0.59140.65570.9318
0.57290.63880.9302
0.55450.62190.9286
0.53600.60510.9271
0.51760.58820.9255
0.50270.57760.9271
0.48780.56700.9286
0.47290.55650.9302
0.45800.54590.9318
0.44310.53530.9334
0.42820.52470.9349
0.41330.51410.9365
0.39840.50360.9381
0.38350.49300.9396
0.36860.48240.9412
0.36230.47420.9404
0.35610.46590.9396
0.34980.45770.9388
0.34350.44940.9380
0.33720.44120.9373
0.33100.43300.9365
0.32470.42470.9357
0.31840.41650.9349
0.31220.40820.9341
0.30590.40000.9333
0.29810.39180.9235
0.29020.38350.9137
0.28240.37530.9039
0.27450.36700.8941
0.26670.35880.8843
0.25890.35060.8745
0.25100.34230.8647
0.24320.33410.8549
0.23530.32580.8451
0.22750.31760.8353
0.21690.30860.8165
0.20630.29960.7977
0.19570.29060.7788
0.18510.28160.7600
0.17460.27260.7412
0.16400.26350.7224
0.15340.25450.7036
0.14280.24550.6847
0.13220.23650.6659
0.12160.22750.6471];
c4=[0.91760.74900.3765
0.91880.75130.3879
0.92000.75370.3992
0.92110.75600.4106
0.92230.75840.4220
0.92350.76080.4334
0.92470.76310.4447
0.92590.76540.4561
0.92700.76780.4675
0.92820.77020.4788
0.92940.77250.4902
0.92980.76980.5008
0.93020.76700.5114
0.93060.76430.5220
0.93100.76150.5326
0.93140.75880.5432
0.93170.75610.5537
0.93210.75330.5643
0.93250.75060.5749
0.93290.74780.5855
0.93330.74510.5961
0.92900.74040.5894
0.92470.73570.5828
0.92040.73100.5761
0.91610.72630.5694
0.91180.72150.5627
0.90740.71680.5561
0.90310.71210.5494
0.89880.70740.5427
0.89450.70270.5361
0.89020.69800.5294
0.88900.69760.5388
0.88780.69720.5482
0.88670.69680.5576
0.88550.69640.5670
0.88430.69610.5765
0.88310.69570.5859
0.88190.69530.5953
0.88080.69490.6047
0.87960.69450.6141
0.87840.69410.6235
0.88270.69880.6364
0.88700.70350.6494
0.89140.70820.6623
0.89570.71290.6753
0.90000.71770.6882
0.90430.72240.7011
0.90860.72710.7141
0.91300.73180.7270
0.91730.73650.7400
0.92160.74120.7529
0.91530.72750.7545
0.90900.71370.7560
0.90280.70000.7576
0.89650.68630.7592
0.89020.67250.7608
0.88390.65880.7623
0.87760.64510.7639
0.87140.63140.7655
0.86510.61760.7670
0.85880.60390.7686
0.85800.59060.7557
0.85720.57720.7427
0.85650.56390.7298
0.85570.55060.7168
0.85490.53730.7039
0.85410.52390.6910
0.85330.51060.6780
0.85260.49730.6651
0.85180.48390.6521
0.85100.47060.6392
0.84200.44470.6110
0.83300.41880.5827
0.82390.39300.5545
0.81490.36710.5263
0.80590.34120.4980
0.79690.31530.4698
0.78790.28940.4416
0.77880.26360.4134
0.76980.23770.3851
0.76080.21180.3569];
c5=[0.34510.10200.1451
0.36670.11260.1616
0.38820.12320.1780
0.40980.13370.1945
0.43140.14430.2110
0.45290.15490.2275
0.47450.16550.2439
0.49610.17610.2604
0.51770.18660.2769
0.53920.19720.2933
0.56080.20780.3098
0.56750.22040.3200
0.57410.23290.3302
0.58080.24540.3404
0.58750.25800.3506
0.59410.27060.3608
0.60080.28310.3710
0.60750.29570.3812
0.61420.30820.3914
0.62080.32080.4016
0.62750.33330.4118
0.63180.33880.4173
0.63610.34430.4228
0.64040.34980.4283
0.64470.35530.4338
0.64900.36080.4393
0.65340.36620.4447
0.65770.37170.4502
0.66200.37720.4557
0.66630.38270.4612
0.67060.38820.4667
0.67880.40070.4785
0.68710.41330.4902
0.69530.42590.5020
0.70350.43840.5137
0.71170.45100.5255
0.72000.46350.5373
0.72820.47600.5490
0.73640.48860.5608
0.74470.50120.5725
0.75290.51370.5843
0.75840.52230.5921
0.76390.53100.6000
0.76940.53960.6078
0.77490.54820.6157
0.78030.55690.6235
0.78580.56550.6313
0.79130.57410.6392
0.79680.58270.6470
0.80230.59140.6549
0.80780.60000.6627
0.80900.60860.6705
0.81020.61730.6784
0.81130.62590.6862
0.81250.63450.6941
0.81370.64310.7019
0.81490.65180.7098
0.81610.66040.7176
0.81720.66900.7255
0.81840.67770.7333
0.81960.68630.7412
0.81920.68320.7388
0.81880.68000.7365
0.81840.67690.7341
0.81800.67370.7318
0.81760.67060.7294
0.81730.66750.7270
0.81690.66430.7247
0.81650.66120.7223
0.81610.65800.7200
0.81570.65490.7176];
c6=[0.34510.62750.7255
0.35570.63140.7275
0.36630.63530.7294
0.37690.63930.7314
0.38750.64320.7333
0.39810.64710.7353
0.40860.65100.7373
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0.60710.69410.7172
0.61410.69800.7208
0.62120.70200.7243
0.62820.70590.7278
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0.65650.72160.7419
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0.67060.72940.7490
0.67730.73570.7545
0.68390.74200.7600
0.69060.74820.7655
0.69730.75450.7710
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0.73060.78590.7984
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0.74830.79260.8008
0.75930.79300.7976
0.77020.79340.7945
0.78120.79380.7913
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0.81420.79490.7819
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0.87450.80780.7804];
c7=[0.59220.70980.7490
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0.99730.78900.7031
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0.99960.77490.6819
1.00000.77250.6784
1.00000.76430.6713
1.00000.75600.6643
1.00000.74780.6572
1.00000.73960.6502
1.00000.73130.6431
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1.00000.71490.6290
1.00000.70670.6219
1.00000.69840.6149
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0.99920.67450.5858
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0.99840.65880.5639
0.99800.65100.5529
0.99770.64320.5419
0.99730.63530.5309
0.99690.62750.5200
0.99650.61960.5090
0.99610.61180.4980
0.99650.60670.4909
0.99690.60160.4839
0.99730.59650.4768
0.99770.59140.4698
0.99800.58630.4627
0.99840.58120.4557
0.99880.57610.4486
0.99920.57100.4416
0.99960.56590.4346
1.00000.56080.4275
0.99690.55220.4173
0.99370.54350.4071
0.99060.53490.3969
0.98740.52630.3867
0.98430.51760.3765
0.98120.50900.3663
0.97800.50040.3561
0.97490.49180.3459
0.97170.48310.3357
0.96860.47450.3255];
4.旋转版本
改动很小,就是最后一小段稍有变动
functiondrawrose2
gridon
[x,t]=meshgrid((0:24)./24,(0:0.5:575)./575.*20.*pi-4*pi);
p=(pi/2)*exp(-t./(8*pi));
change=sin(20*t)/150;
u=1-(1-mod(3.3*t,2*pi)./pi).^4./2+change;
y=2*(x.^2-x).^2.*sin(p);
r=u.*(x.*sin(p)+y.*cos(p)).*1.5;
h=
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