数学建模:地貌图的完成& i$ f) i4 M5 l$ @! h# G
+ c9 b2 D2 G) f5 {
% C3 h+ E" @; E5 Q, @) |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
- H2 F" Z4 X: D' [+ ?% |; i, O& H! \: T/ O) z& L
1、首先打开MATLAB软件,在其主界面的编辑器中写入下列代码:
* Z: e1 W4 r& R. V
- [) G( Y" B& \ ~$ ^[x,y] = meshgrid(1:10); %构造测量网格5 i' c) B. y2 A, ^8 Q2 q: n
h = [0,0.02,-0.12,0,-2.09,0,-0.58,-0.08,0,0;...
9 {' \2 H7 R5 K$ [& J9 ]3 y 0.02,0,0,-2.38,0,-4.96,0,0,0,-0.1;...+ b4 G h9 |5 r+ x$ V) D7 L- I' e
0,0.1,1,0,-3.04,0,-0.53,0,0.1,0;...
7 b+ [" c, M; S3 y 0,0,0,3.52,0,0,0,0,0,0;... L1 R# K) H; Z, f% H0 l
-0.43,-1.98,0,0,0,0.77,0,2.17,0,0;...
# V; }' L. F! C 0,0,-2.29,0,0.69,0,2.59,0,0.3,0;...
' Y0 p/ M: G8 ~ -0.09,-0.31,0,0,0,4.27,0,0,0,-0.01;...; y- F4 T& A/ r9 [- I
0,0,0,5.13,7.4,0,1.89,0,0.04,0;...* E) m+ ~/ ]3 r, L6 R n" t
0.1,0,0.58,0,0,1.75,0,-0.11,0,0;...
" @. C& e2 C$ ~1 M* K- q 0,-0.01,0,0,0.3,0,0,0,0,0.01]; %测量数据点- F; S+ }( G* v& O) B
[xi,yi] = meshgrid(1:0.1:10); %构造插值网格
, K/ Y; z, E" ]2 h) j2 Xhi = interp2(x,y,h,xi,yi,'spline'); %二维插值命令* K- Y6 ^; l( Q' Y
surf(hi); %画出地貌图
5 O0 |, f* g8 A3 Y; X" C2 Hxlabel('X'),ylabel('Y'),zlabel('H'); %添加坐标轴名称
$ R* w8 m9 J, F/ q! ~; K8 ~5 ^7 c* N3 d
& X, v/ j) T4 ~. g2、命名保存好之后,直接点击运行按钮,结果如下所示:
) i" G4 O* T$ z z$ n. A0 u3 u
" e7 Z9 X! _( \( D: z& c8 x6 I# I8 n% L
' j" s' {3 k% K3 q( D至此,关于地貌图的绘制基本介绍完毕,请大家继续关注!!!
) Q9 r+ }' i1 t- @( ]; |
8 J. ^/ J/ k- a6 z5 q8 n
8 G; y& P0 h( q: y& w3 p# Q' b& p |