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syms x y z d1 d2 d3 r l;n=1;%¶¨Ò徨Õó²ÎÊý
a=1/l*[z+r-d1 0 0;0 -0.866*y-0.5*z+r-d2 0;0 0 0.866*y-0.5*z+r-d3];
b=[x y z+r-d1;x y-0.866*r+0.866*d2 z-0.5*r+0.5*d2;x y+0.866*r-0.866*d3 z-0.5*r+0.5*d3];
c=inv(a);
d=c*b;%dΪÎÒÐèÒªµÄ±È¾ØÕó
µ½ÕâÒ»²½¾ØÕóµÄ¼ÆËã¶¼²»³ÉÎÊÌâ
d=subs(d,{'r','l','x','y','z','d1','d2','d3'},{31.8,40.2,B(n,1),B(n,2),B(n,3),B(n,4),B(n,5),B(n,6)});
%¸ø²ÎÊý¸³Öµ£¬ÆäÖÐx y z d1 d2 d3ÊÇÓÃB¾ØÕóµÄµÚnÐжÔÓ¦µÄÁÐÀ´¸³ÖµµÄ
e = norm(d,'fro'); %Çó·¶Êý
f(n,1)=e;%½«·¶Êý¼Ç¼
n=n+1;
if n==101;%BÊý×éÓÐ100ÐÐËùÒÔµ½Ò»°ÙÖÕÖ¹
end

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¼ÓÓÍ´óéªéª: ½ð±Ò+10, ¡ï¡ï¡ï¡ï¡ï×î¼Ñ´ð°¸ 2013-04-26 10:18:01
ÒýÓûØÌû:
10Â¥: Originally posted by ¼ÓÓÍ´óéªéª at 2013-04-23 09:11:04
ÎÒ×òÌìÍíÉÏÑо¿ÁËÒ»ÍíÍíÉÏ  £¬¶¼²»ÐÐ˵ÊÇ£¬ÎÒ¿ªÊ¼ÊÇÓÃsurfÖ±½Ó»­Í¼£¬°ÑhhËùÓеÃÊýÑ¡¶¨ÁËsurf£¨hh(1:34),hh(1:21)),Õâ¸öÃüÁî¾ÍÄÜ»­³öÀ´£¬ÓÃpol2cart ÎÒÊÇÕâô±àµÄfor i=1:1:34;
for j=1:1:21;
=pol2cart(i*cos(j* ...

ÎÒÏëÄãÓ¦¸ÃÊǶÔrad£¬ºÍtheta½øÐÐÓÅ»¯°É£¬¶ÔÓÚradºÍthetaÊÇ¿ÉÒÔ»­Í¼µÄ£¬µ«ÊÇÎÒÖ»ÄÜ»æÖÆÖ±½Ç×ø±êµÄͼ£¬Öù×ø±êµÄÎÒҲûÏë³öÀ´£¬µ«ÊÇÖ±½Ç×ø±êÒ²Ó¦¸Ã¿ÉÒÔ¿´³öÀ´¡£ÄãÔÚºóÃæÌí¼ÓÈçÏÂÓï¾ä£º
theta = 0:pi/10:2*pi;
rad = 1:34;
surf(theta,rad,hh);
ÕâÑù¿ÉÒԵóö¸öÒÔthetaΪxÖᣬradΪyÖᣬhhΪzÖáµÄͼ£¬Äã¿´ÊDz»ÊÇÄãÒªµÄ¡£
11Â¥2013-04-23 13:16:50
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ÄãÕâ¸ö¿Ï¶¨Ö»ÓÐn=1µÄֵѽ£¬¶¼Ã»ÓÐÑ­»·£¬Äã¿ÉÒÔ½«ÄãµÄÕâ¶Î³ÌÐò
f(n,1)=e;%½«·¶Êý¼Ç¼
n=n+1;
if n==101;%BÊý×éÓÐ100ÐÐËùÒÔµ½Ò»°ÙÖÕÖ¹
end
¸Ä³É£º
for n = 1:100
f(n,1) = e;
end
ÕâÑùÓ¦¸Ã¾Í¿ÉÒÔÁË£¡
2Â¥2013-04-15 12:12:41
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¼ÓÓÍ´óéªéª

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ÒýÓûØÌû:
2Â¥: Originally posted by ²ÄÁÏÁÎ at 2013-04-15 12:12:41
ÄãÕâ¸ö¿Ï¶¨Ö»ÓÐn=1µÄֵѽ£¬¶¼Ã»ÓÐÑ­»·£¬Äã¿ÉÒÔ½«ÄãµÄÕâ¶Î³ÌÐò
f(n,1)=e;%½«·¶Êý¼Ç¼
n=n+1;
if n==101;%BÊý×éÓÐ100ÐÐËùÒÔµ½Ò»°ÙÖÕÖ¹
end
¸Ä³É£º
for n = 1:100
f(n,1) = e;
end
ÕâÑùÓ¦¸Ã¾Í¿ÉÒÔÁË£¡

²»ºÃÒâ˼»Ø¸´ÍíÁË  ÄÇÄãÔÙ°ïÎÒ¿´¿´ÕâÕû¶Î³ÌÐò   ÎÒ°ÑÉϴεijÌÐòÉÔ΢¸ÄÁËÏ£¬¾ÍÊǶÔÓÚÿ¸öl£¬ÎÒÒªÇóËûxyxΪ²»Í¬ÖµµÄʱºòµÄ·¶Êý£¬È»ºóÏà¼Ó£¬×îºó°Ñÿ¸ölµÄ·¶ÊýºÍÌáÈ¡³öÀ´£¬Ê®·Ö¸ÐлÁË  ÎÒÔËÐÐ×ÜÊDZ¨´í
j=1;z=20;r=32;
for l=32:34   %É趨·¶Î§
i=1;  tezheng=0;     
    for rad=0:l; %ÕâÁ½¸öforµÄ²½³¤¿ÉÒÔ¸ù¾ÝÔËËãЧÂÊÊʵ±·Å´ó
        for thea=0:pi/10:2*pi;

m=rad*cos(thea);
n=rad*sin(thea);
d11=1/3*(3*r+3*m+sqrt(9*l^2-9*n^2-9*z^2));
d12=1/3*(6*r-3*m+3*n*sqrt(3)+sqrt(36*l^2-27*m^2-18*m*n*sqrt(3)-9*n^2-36*z^2));
d13=1/3*(6*r-3*m-3*n*sqrt(3)+sqrt(36*l^2-27*m^2+18*m*n*sqrt(3)-9*n^2-36*z^2));
B(i,=[m,n,z,d11,d12,d13];
syms x1 y1 z1 d1 d2 d3 l1;
a=(1/l1)*[z1+r-d1 0 0;0 -0.866*y1-0.5*z1+r-d2 0;0 0 0.866*y1-0.5*z1+r-d3];
b=[x1 y1 z1+r-d1;x1 y1-0.866*r+0.866*d2 z1-0.5*r+0.5*d2;x1 y1+0.866*r-0.866*d3 z1-0.5*r+0.5*d3];
c=inv(a);
d=c*b;%dΪÑſ˱ȾØÕó
d=subs(d,{'l1','x1','y1','z1','d1','d2','d3'},{l,B(i,1),B(i,2),B(i,3),B(i,4),B(i,5),B(i,6)});
e = norm(d,'fro'); %2·¶Êý
hh(i,1)=1/e;%°ÑÕâ¸ö·¶Êý¼Ç¼ÔÚhhÖÐ
tezheng=hh(i,1)+tezheng;%Ïà¼Ó¶ÔÓÚÏàͬlÖµµÄ¶ÔÓ¦µÄ·¶Êý
   i=i+1;
        end
    end
tezheng1(j,=tezheng/(i-1);%°Ñ²»Í¬lÖµ¶ÔÓ¦µÄ·¶ÊýÇóºÍÔÙ³ýÒÔÏàÓ¦µÄlÖµ  ´æÔÚÊý×étezheng1ÖÐ
j=j+1;
end


´íÎóÐÅÏ¢ÊÇ
clear
??? Error using ==> mupadmex
Error in MuPAD command: Out of memory

Error in ==> sym.horzcat at 25
    y = mupadmex('mllib::horzcat',strs{:});

Error in ==> jacobi at 16
a=(1/l1)*[z1+r-d1 0 0;0 -0.866*y1-0.5*z1+r-d2 0;0 0
0.866*y1-0.5*z1+r-d3];

>>
3Â¥2013-04-18 09:38:21
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ÎÒ»¹ÊDz»ÊǺÜÃ÷°×ÄãÒª×öʲô£¬ÄãÕâ¸ö³ÌÐòдµÄÎÒÓе㿴²»¶®¡£µ«Óе㽨Ò飬һ£ºÄãÕâ¸öÓ¦¸ÃûÓбØÒªÓ÷ûºÅ¼ÆË㣬·ûºÅ¼ÆËãºÜÂý¡£¶þ£ºÄãÕâ¸ö³ÌÐò±àдµÄ²»ÔõÑù£¬»ù´¡²»ÊǺܺã¬Ð´µÄÓÐCÓïÑԵĸоõ£¬¿ÉÄÜÄãµÄÏë·¨ÄãûÓóÌÐò±í´ï³öÀ´£¬Òª²»Äã˵˵ÄãÒª¸Éɶ°É£¬ÎÒ¿´Äܲ»ÄܰïÄã¡£»°ËµÖ±Á˵㣬Íû²»¹Ö¡£
ÏÂÃæÊÇÎÒûÓ÷ûºÅ¼ÆËã³ÌÐò£¬ËÙ¶È¿ìÁ˺ܶ࣬µ«ÊÇ»¹ÊÇ´æÔÚ´íÎ󣬳ö²»Á˽á¹û£¬ÒòΪÎÒ»¹ÊÇûÓÐÀí½âÄãÒª¸Éɶ¡£
j=1;z=20;r=32;
for l=32:34   %É趨·¶Î§
    i=1;  tezheng=0;
    for rad=0:l; %ÕâÁ½¸öforµÄ²½³¤¿ÉÒÔ¸ù¾ÝÔËËãЧÂÊÊʵ±·Å´ó
        for thea=0:pi/10:2*pi;
            
            m=rad*cos(thea);
            n=rad*sin(thea);
            d11=1/3*(3*r+3*m+sqrt(9*l^2-9*n^2-9*z^2));
            d12=1/3*(6*r-3*m+3*n*sqrt(3)+sqrt(36*l^2-27*m^2-18*m*n*sqrt(3)-9*n^2-36*z^2));
            d13=1/3*(6*r-3*m-3*n*sqrt(3)+sqrt(36*l^2-27*m^2+18*m*n*sqrt(3)-9*n^2-36*z^2));
            B(i,=[m,n,z,d11,d12,d13];
            a=(1/B(i,1))*[B(i,3)+r-B(i,4) 0 0;0 -0.866*B(i,2)-0.5*B(i,3)+r-B(i,5) 0;0 0 0.866*B(i,2)-0.5*B(i,3)+r-B(i,6)];
            b=[B(i,1) B(i,2) B(i,3)+r-B(i,4);B(i,1) B(i,2)-0.866*r+0.866*B(i,5) B(i,3)-0.5*r+0.5*B(i,5);B(i,1) B(i,2)+0.866*r-0.866*B(i,6) B(i,3)-0.5*r+0.5*B(i,6)];
%             c=inv(a);
            d=a\b;%dΪÑſ˱ȾØÕó
            e = norm(d,'fro'); %2·¶Êý
            hh(i,1)=1/e;%°ÑÕâ¸ö·¶Êý¼Ç¼ÔÚhhÖÐ
            tezheng=hh(i,1)+tezheng;%Ïà¼Ó¶ÔÓÚÏàͬlÖµµÄ¶ÔÓ¦µÄ·¶Êý
            i=i+1;
        end
    end
    tezheng1(j,=tezheng/(i-1+eps);%°Ñ²»Í¬lÖµ¶ÔÓ¦µÄ·¶ÊýÇóºÍÔÙ³ýÒÔÏàÓ¦µÄlÖµ  ´æÔÚÊý×étezheng1ÖÐ
    j=j+1;
end
4Â¥2013-04-19 18:36:16
ÒÑÔÄ   »Ø¸´´ËÂ¥   ¹Ø×¢TA ¸øTA·¢ÏûÏ¢ ËÍTAºì»¨ TAµÄ»ØÌû

¼ÓÓÍ´óéªéª

Í­³æ (СÓÐÃûÆø)

ÒýÓûØÌû:
4Â¥: Originally posted by ²ÄÁÏÁÎ at 2013-04-19 18:36:16
ÎÒ»¹ÊDz»ÊǺÜÃ÷°×ÄãÒª×öʲô£¬ÄãÕâ¸ö³ÌÐòдµÄÎÒÓе㿴²»¶®¡£µ«Óе㽨Ò飬һ£ºÄãÕâ¸öÓ¦¸ÃûÓбØÒªÓ÷ûºÅ¼ÆË㣬·ûºÅ¼ÆËãºÜÂý¡£¶þ£ºÄãÕâ¸ö³ÌÐò±àдµÄ²»ÔõÑù£¬»ù´¡²»ÊǺܺã¬Ð´µÄÓÐCÓïÑԵĸоõ£¬¿ÉÄÜÄãµÄÏë·¨ÄãûÓóÌÐò ...

¿´À´ÕæÊÇÐмҠ ÎÒÕâÊÇÁÙʱѧµÄmatlab ²Å²»µ½Ò»¸öÔ  ÒòΪÎÒÓÐÒ»¸ö¼ÆËãÒª×öÎÒ¸úÄã˵һÏ  Âé·³Äú°ïÎÒ¿´Ò»Ï£¬ÎÒÊÇ×ö»úеµÄ£¬ÀïÃæÓÐÒ»¸öÉè¼Æ²ÎÊýl£¬ÓÐÒ»¸öÉè¼ÆÖ¸±ê£¬ÊÇÒ»¸ö¾ØÕó¾ÍÊÇÉÏÃæËµµÄÄǸöÑſ˱ȾØÕó£¬ÎÒÏÖÔÚÒª¼ÆËã¶ÔӦÿ¸ölµÄÑſ˱ȾØÕ󣬵«ÊÇÿ¸ölµÄÑſ˱ȾØÕóͬʱҲÓбäÁ¿xyz£¬d1d2d3µÄ£¬²¢²»ÊÇÒ»¸öÊý£¬ËûÊÇÒ»¸öÊý¼¯£¬ËùÒÔÄã¿´µ½ÎÒ±à³ÌÓõÄÊÇi=1;  tezheng=0;     
    for rad=0:l; %ÕâÁ½¸öforµÄ²½³¤¿ÉÒÔ¸ù¾ÝÔËËãЧÂÊÊʵ±·Å´ó
        for thea=0:pi/10:2*pi;

m=rad*cos(thea);
n=rad*sin(thea);
d11=1/3*(3*r+3*m+sqrt(9*l^2-9*n^2-9*z^2));
d12=1/3*(6*r-3*m+3*n*sqrt(3)+sqrt(36*l^2-27*m^2-18*m*n*sqrt(3)-9*n^2-36*z^2));
d13=1/3*(6*r-3*m-3*n*sqrt(3)+sqrt(36*l^2-27*m^2+18*m*n*sqrt(3)-9*n^2-36*z^2));
˵°×ÁËÎÒ¾ÍÊÇÏë°Ñÿ¸ölÖв»Í¬µÄxyz£¬d1d2d3¶ÔÓ¦µÄ¾ØÕó¶þ·¶ÊýÇó³öÀ´£¬¾ÍÊÇÕâÑù  Ð»Ð»ÁË
5Â¥2013-04-21 10:15:17
ÒÑÔÄ   »Ø¸´´ËÂ¥   ¹Ø×¢TA ¸øTA·¢ÏûÏ¢ ËÍTAºì»¨ TAµÄ»ØÌû

¼ÓÓÍ´óéªéª

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ÒýÓûØÌû:
4Â¥: Originally posted by ²ÄÁÏÁÎ at 2013-04-19 18:36:16
ÎÒ»¹ÊDz»ÊǺÜÃ÷°×ÄãÒª×öʲô£¬ÄãÕâ¸ö³ÌÐòдµÄÎÒÓе㿴²»¶®¡£µ«Óе㽨Ò飬һ£ºÄãÕâ¸öÓ¦¸ÃûÓбØÒªÓ÷ûºÅ¼ÆË㣬·ûºÅ¼ÆËãºÜÂý¡£¶þ£ºÄãÕâ¸ö³ÌÐò±àдµÄ²»ÔõÑù£¬»ù´¡²»ÊǺܺã¬Ð´µÄÓÐCÓïÑԵĸоõ£¬¿ÉÄÜÄãµÄÏë·¨ÄãûÓóÌÐò ...

³ÌÐòÖеÄÂð£¬m,n¾ÍÊÇxy,ΪÁ˼õÉÙ¼ÆËãÁ¿ÎÒ°Ñz¹Ì¶¨ÁËÊÇ20£¬ÆäʵxyzÊǿռä×ø±ê
6Â¥2013-04-21 10:17:29
ÒÑÔÄ   »Ø¸´´ËÂ¥   ¹Ø×¢TA ¸øTA·¢ÏûÏ¢ ËÍTAºì»¨ TAµÄ»ØÌû

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jjdg: ½ð±Ò+2, ÐÁ¿àÁË 2013-04-22 10:54:37
ÒýÓûØÌû:
6Â¥: Originally posted by ¼ÓÓÍ´óéªéª at 2013-04-21 10:17:29
³ÌÐòÖеÄÂð£¬m,n¾ÍÊÇxy,ΪÁ˼õÉÙ¼ÆËãÁ¿ÎÒ°Ñz¹Ì¶¨ÁËÊÇ20£¬ÆäʵxyzÊǿռä×ø±ê...

¿ªÊ¼ÄǸöÓÉÓÚÄãÔÚradÖÐÓÃÁË0£¬µ¼ÖÂÁ˳öÏÖÁËNAN£¬ÎÒÕÕÄãµÄ³ÌÐòÐÞ¸ÄÁËÏ£¬¿ÉÒÔ³ö²¿·Ö½á¹û£¬³ÌÐòÈçÏ£º
j=1;z=20;r=32;
for l=32:34   %É趨·¶Î§
    i=1;  tezheng=0;
    for rad=1:l; %ÕâÁ½¸öforµÄ²½³¤¿ÉÒÔ¸ù¾ÝÔËËãЧÂÊÊʵ±·Å´ó£¬´Ë´¦ÎҸijÉÁË´Ó1¿ªÊ¼
        for thea=0:pi/10:2*pi;
            
            x=rad*cos(thea);  %x
            y=rad*sin(thea);  %y
            d11=1/3*(3*r+3*x+sqrt(9*l^2-9*y^2-9*z^2));
            d12=1/3*(6*r-3*x+3*y*sqrt(3)+sqrt(36*l^2-27*x^2-18*x*y*sqrt(3)-9*y^2-36*z^2));
            d13=1/3*(6*r-3*x-3*y*sqrt(3)+sqrt(36*l^2-27*x^2+18*x*y*sqrt(3)-9*y^2-36*z^2));
            B(i,:)=[x,y,z,d11,d12,d13];
            a=(1/B(i,1))*[B(i,3)+r-B(i,4) 0 0;0 -0.866*B(i,2)-0.5*B(i,3)+...
                r-B(i,5) 0;0 0 0.866*B(i,2)-0.5*B(i,3)+r-B(i,6)];
            b=[B(i,1) B(i,2) B(i,3)+r-B(i,4);B(i,1) B(i,2)-0.866*r+...
                0.866*B(i,5) B(i,3)-0.5*r+0.5*B(i,5);B(i,1) B(i,2)+...
                0.866*r-0.866*B(i,6) B(i,3)-0.5*r+0.5*B(i,6)];
%             c=inv(a);
            d=a\b; %dΪÑſ˱ȾØÕó
            e = norm(d,'fro'); %2·¶Êý
            hh(i,1)=1/(eps+e);%°ÑÕâ¸ö·¶Êý¼Ç¼ÔÚhhÖÐ
            tezheng=hh(i,1)+tezheng;%Ïà¼Ó¶ÔÓÚÏàͬlÖµµÄ¶ÔÓ¦µÄ·¶Êý
            i=i+1;
        end
    end
    tezheng1(j,:)=tezheng/(i-1+eps);%°Ñ²»Í¬lÖµ¶ÔÓ¦µÄ·¶ÊýÇóºÍÔÙ³ýÒÔÏàÓ¦µÄlÖµ  ´æÔÚÊý×étezheng1ÖÐ
    j=j+1;
end

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%¶ÔÓÚlÎҸоõÄãÒªÊǺóÃæÊÇÇóºÍµÄ»°£¬Ã»ÓбØÒªÄÇÑù£¬ÄãµÄÇóºÍÔÚ¶àÖØÑ­»·ÀïÃæ£¬Öظ´Á˺ܶà´Î£¬ÎҾͽ«lÉè³ÉÁËÄã³ÌÐòÖеÄ×î´óÖµ£¬Õâ¸öÄã×Ô¼ºÔÙ¿¼ÂÇÏ£¬¿´×ÅÐ޸İɡ£

j=1;r=32;l = 34;  %×¢ÒâÎÒ°ÑlÉè³ÉÁËÒ»¸ö³£Êý
for rad = 1:34
    %theta = 0:pi/10:2*pi
    x(rad,:) = rad*cos(0:pi/10:2*pi);  %x
    y(rad,:) = rad*sin(0:pi/10:2*pi);  %y
    z(rad,:) = 20*ones(size(0:pi/10:2*pi));
    d11(rad,:)=1/3*(3*r+3*x(rad,:)+sqrt(9*l^2-9*y(rad,:).^2-9*z(rad,:).^2));
    d12(rad,:)=1/3*(6*r-3*x(rad,:)+3*y(rad,:)*sqrt(3)+sqrt(36*l^2-...
        27*x(rad,:).^2-18*x(rad,:).*y(rad,:)*sqrt(3)-9*y(rad,:).^2-36*z(rad,:).^2));
    d13(rad,:)=1/3*(6*r-3*x(rad,:)-3*y(rad,:)*sqrt(3)+sqrt(36*l^2-...
        27*x(rad,:).^2+18*x(rad,:).*y(rad,:)*sqrt(3)-9*y(rad,:).^2-36*z(rad,:).^2));
    B(rad,1:21,1:6) = [(x(rad,:))',(y(rad,:))',(z(rad,:))',(d11(rad,:))',(d12(rad,:))',(d13(rad,:))'];
    n = length(B(rad,:,1));
    for k = 1:n
        a(:,:,rad,k) = (1/B(rad,k,1)).*[B(rad,k,3)+r-B(rad,k,4) 0 0;0 -0.866.*B(rad,k,2)-0.5.*B(rad,k,3)+...
            r-B(rad,k,5) 0;0 0 0.866.*B(rad,k,2)-0.5.*B(rad,k,3)+r-B(rad,k,6)];
        b(:,:,rad,k) = [B(rad,k,1) B(rad,k,2) B(rad,k,3)+r-B(rad,k,4);B(rad,k,1) B(rad,k,2)-0.866.*r+...
            0.866.*B(rad,k,5) B(rad,k,3)-0.5.*r+0.5.*B(rad,k,5);B(rad,k,1) B(rad,k,2)+...
            0.866.*r-0.866.*B(rad,k,6) B(rad,k,3)-0.5.*r+0.5.*B(rad,k,6)];
        d(:,:,rad,k)=a(:,:,rad,k)\b(:,:,rad,k); %Ñſ˱ȾØÕó
        e(rad,k) = norm(d(:,:,rad,k),'fro');  %¶þ·¶Êý
    end
    hh = 1./e;  %ͬÄã³ÌÐòÖеÄhh£¬Ö»ÊÇ´Ë´¦ÎªÒ»¸ö¾ØÕ󣬼´ËùÓÐÄãµÄhh¶¼ÔÚÕâÀï
end
tezheng = sum((sum(hh)));%ËùÓеÄhhÇóºÍ
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» ±¾ÌûÒÑ»ñµÃµÄºì»¨£¨×îÐÂ10¶ä£©

7Â¥2013-04-21 18:10:57
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7Â¥: Originally posted by ²ÄÁÏÁÎ at 2013-04-21 18:10:57
¿ªÊ¼ÄǸöÓÉÓÚÄãÔÚradÖÐÓÃÁË0£¬µ¼ÖÂÁ˳öÏÖÁËNAN£¬ÎÒÕÕÄãµÄ³ÌÐòÐÞ¸ÄÁËÏ£¬¿ÉÒÔ³ö²¿·Ö½á¹û£¬³ÌÐòÈçÏ£º
j=1;z=20;r=32;
for l=32:34   %É趨·¶Î§
    i=1;  tezheng=0;
    for rad=1:l; %ÕâÁ½¸öforµÄ²½³¤¿ÉÒÔ¸ù¾Ý ...

ÎÒ´ó¸ÅÃ÷°×ÁË  ÔÙºñÁ³Æ¤ÎÊÄãһϠÕâ¸öhh¾ØÕóÄܲ»ÄÜÓü«×ø±ê»­³öÀ´ »­³ÉÈýάµÄͼ£¬¾ÍÊÇͼÖÐx×ø±êΪ¼«Ö᳤£¬y×ø±êΪ½Ç¶È£¬hhÖжÔÓ¦µÄÊýֵΪzÖµ
8Â¥2013-04-22 20:32:35
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8Â¥: Originally posted by ¼ÓÓÍ´óéªéª at 2013-04-22 20:32:35
ÎÒ´ó¸ÅÃ÷°×ÁË  ÔÙºñÁ³Æ¤ÎÊÄãһϠÕâ¸öhh¾ØÕóÄܲ»ÄÜÓü«×ø±ê»­³öÀ´ »­³ÉÈýάµÄͼ£¬¾ÍÊÇͼÖÐx×ø±êΪ¼«Ö᳤£¬y×ø±êΪ½Ç¶È£¬hhÖжÔÓ¦µÄÊýֵΪzÖµ...

Ôڴ˳ÌÐòÖУ¬x£¬y¾ùΪ34*21ÐеľØÕ󣬶øhhÊÇ34*21µÄ¾ØÕó£¬ÊDz»ÄÜÖ±½Ó»æÖÆÈýάͼµÄ¡£¶ÔÓÚÃ¿Ò»ÖØÑ­»·£¬x£¬y£¬hhÃ²ËÆ¾ùΪÏòÁ¿Ò²ÊDz»Ðеġ£Äã×Ô¼º¿ÉÒÔÐ޸Ŀ´¿´£¬ÒªÊÇÒªÓÃÖù×ø±ê»æÍ¼£¬Äã¿ÉÒÔÓÃpol2cart£¬¾ßÌåÓ÷¨¿ÉÒÔhelp pol2cart£¬½«Æäת»»³ÉÖ±½Ç×ø±ê£¬ÔÙÔÚÖ±½Ç×ø±êÖлæÖÆÍ¼ÐΡ£
9Â¥2013-04-22 22:01:14
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ÒýÓûØÌû:
9Â¥: Originally posted by ²ÄÁÏÁÎ at 2013-04-22 22:01:14
Ôڴ˳ÌÐòÖУ¬x£¬y¾ùΪ34*21ÐеľØÕ󣬶øhhÊÇ34*21µÄ¾ØÕó£¬ÊDz»ÄÜÖ±½Ó»æÖÆÈýάͼµÄ¡£¶ÔÓÚÃ¿Ò»ÖØÑ­»·£¬x£¬y£¬hhÃ²ËÆ¾ùΪÏòÁ¿Ò²ÊDz»Ðеġ£Äã×Ô¼º¿ÉÒÔÐ޸Ŀ´¿´£¬ÒªÊÇÒªÓÃÖù×ø±ê»æÍ¼£¬Äã¿ÉÒÔÓÃpol2cart£¬¾ßÌåÓ÷¨¿ÉÒÔhe ...

ÎÒ×òÌìÍíÉÏÑо¿ÁËÒ»ÍíÍíÉÏ  £¬¶¼²»ÐÐ˵ÊÇ£¬ÎÒ¿ªÊ¼ÊÇÓÃsurfÖ±½Ó»­Í¼£¬°ÑhhËùÓеÃÊýÑ¡¶¨ÁËsurf£¨hh(1:34),hh(1:21)),Õâ¸öÃüÁî¾ÍÄÜ»­³öÀ´£¬ÓÃpol2cart ÎÒÊÇÕâô±àµÄfor i=1:1:34;
for j=1:1:21;
[x,y]=pol2cart(i*cos(j*pi/10),i*sin(j*pi/10));
end
end
surf(x,y,hh);¾Í²»¶Ô  ÄܰïÎÒ¿´¿´Âð
10Â¥2013-04-23 09:11:04
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