数学建模:地貌图的完成
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2 Z: P. b7 p( [1 x: f下面来简单介绍一下关于数学建模中的一些基本建模基础:如何对一个地貌进行建模( Q; |" r' R' {% M
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1、首先打开MATLAB软件,在其主界面的编辑器中写入下列代码:' s9 d7 D) X0 ]# b
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[x,y] = meshgrid(1:10); %构造测量网格" c# `: [# q0 J V
h = [0,0.02,-0.12,0,-2.09,0,-0.58,-0.08,0,0;.../ { m2 D1 b9 B1 r- a
0.02,0,0,-2.38,0,-4.96,0,0,0,-0.1;...
7 [ j# {$ \2 I9 ?/ f) m 0,0.1,1,0,-3.04,0,-0.53,0,0.1,0;...) C) H& d; i+ s& |
0,0,0,3.52,0,0,0,0,0,0;...
9 r1 U. V# P) Z3 c# X# Y& y2 _ -0.43,-1.98,0,0,0,0.77,0,2.17,0,0;...
5 y I. x! d1 A( } 0,0,-2.29,0,0.69,0,2.59,0,0.3,0;...
0 d4 _4 q6 D5 ` -0.09,-0.31,0,0,0,4.27,0,0,0,-0.01;...+ E5 q6 V/ f* |
0,0,0,5.13,7.4,0,1.89,0,0.04,0;...- ^6 p' X$ G' `! I! M
0.1,0,0.58,0,0,1.75,0,-0.11,0,0;...
; q* i7 O' t6 G5 F9 }6 p+ @! T1 p 0,-0.01,0,0,0.3,0,0,0,0,0.01]; %测量数据点
* X9 `5 o* _" _4 z+ t- L4 T Q9 F) ~[xi,yi] = meshgrid(1:0.1:10); %构造插值网格
3 f/ n- x4 r* U; E* _: ~3 ^hi = interp2(x,y,h,xi,yi,'spline'); %二维插值命令
5 P# Z2 r( g2 I# Osurf(hi); %画出地貌图0 {! R& P1 o; _* E; w/ ]
xlabel('X'),ylabel('Y'),zlabel('H'); %添加坐标轴名称
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2、命名保存好之后,直接点击运行按钮,结果如下所示:
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* g7 h9 G5 d" [/ g) C f: W6 h2 v至此,关于地貌图的绘制基本介绍完毕,请大家继续关注!!!1 N6 C4 F j' Y2 G' @3 `
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