数学建模:地貌图的完成
9 h# P2 y* u" t4 p* H% Q" F# ?* |3 ^$ g) t3 @
, F1 \) p" r8 L# \7 F8 [3 Z* w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2 ?( f) ], v* n) Z8 j9 E+ Q" x+ i
& n! _3 K. j% V! w
1、首先打开MATLAB软件,在其主界面的编辑器中写入下列代码:
6 v3 t' i+ O2 Z# C3 R( @" r8 s0 t0 e" H2 ]1 z+ d1 Y. Y
[x,y] = meshgrid(1:10); %构造测量网格6 C* o' o# D; E8 ^1 {' e4 V
h = [0,0.02,-0.12,0,-2.09,0,-0.58,-0.08,0,0;...
: O! d( L, z8 j! I, }; u' d 0.02,0,0,-2.38,0,-4.96,0,0,0,-0.1;...6 Q; W0 a. i9 z3 x8 _& J7 f
0,0.1,1,0,-3.04,0,-0.53,0,0.1,0;...( q) N2 {6 v7 T/ g9 U" ~: ?- w
0,0,0,3.52,0,0,0,0,0,0;...
# Q1 |( K0 e9 H2 k -0.43,-1.98,0,0,0,0.77,0,2.17,0,0;...
9 S! p: x$ A; B, d6 ?2 l 0,0,-2.29,0,0.69,0,2.59,0,0.3,0;...
" c. ~" N) J( i2 U: _ -0.09,-0.31,0,0,0,4.27,0,0,0,-0.01;...$ S7 Q5 l; d; I3 u! X: T4 a3 J2 g `
0,0,0,5.13,7.4,0,1.89,0,0.04,0;...: s* Y& r" E9 [) Q$ D1 F5 K! p6 K! ~0 Y
0.1,0,0.58,0,0,1.75,0,-0.11,0,0;.... B+ C! m2 M5 h) p- ~4 c1 k* i5 E
0,-0.01,0,0,0.3,0,0,0,0,0.01]; %测量数据点
7 X j) q9 E5 c3 }# b[xi,yi] = meshgrid(1:0.1:10); %构造插值网格' g8 E) ? Q8 ~' Z
hi = interp2(x,y,h,xi,yi,'spline'); %二维插值命令6 K& H5 `; q0 e$ P
surf(hi); %画出地貌图
) h t1 f0 D6 a( ]1 i' Z: C9 _0 {xlabel('X'),ylabel('Y'),zlabel('H'); %添加坐标轴名称9 g# `! C" ~5 F s3 f
+ E3 ~" g5 I6 U- x9 ~5 B* s# J2、命名保存好之后,直接点击运行按钮,结果如下所示:
: f+ j# E6 |/ L/ o; N$ r* V
. |& W. L& [' V) H* N* I: _' X, L7 M: U+ T7 f7 I
4 @( t) `/ G" W. Y4 g
至此,关于地貌图的绘制基本介绍完毕,请大家继续关注!!!6 ?& ~3 K- D* W& O, {/ t4 }
6 S2 N, p5 w& d* D' x0 q
* ]: C- y6 c/ @* f |