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wind5fsa½ð³æ (СÓÐÃûÆø)
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[ÇóÖú]
±¨´íÇó½ÌUndefined functionfor input arguments of type 'double'.
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´ó¼ÒºÃ£¬ÎÒµÄmatlab³ÌÐòÀïÃæÓÐÒ»²¿·ÖÊÇÎÒÔÚÍøÉÏϵÄÒ»¸öÄâºÏÍÖÔ²µÄ³ÌÐò£¬¸Ã²¿·Ö³ÌÐòÈçÏÂËùʾ£¬Äܽ«ÎÒ³ÌÐòÇ°Ãæ²¿·ÖµÃµ½µÄ×ø±êΪ£¨X,Y£©µÄÒ»¶ÑÊýÄâºÏ³ÉÍÖÔ²£¬Ð´ÍêÖ®ºóһֱ˳Àû¼ÆËã¡£µ«ÊÇ×î½üºöÈ»±¨´í£º Undefined function 'fitellipse' for input arguments of type 'double'. Error in F0_1Single_4zhang_ZXEDGEDINGDIAN (line 323) PS£º323ÕâÒ»ÐеijÌÐòÊÇ£º fitellipse(nx,ny) È»ºóÔÙÔõôÔËÐÐÒ²¶¼ÊÇÕâô±¨´í¡£ÇóÖ¸½Ì£¬Ð»Ð»£¡ if nargin == 0 % Create an ellipse t = linspace(0,2); Rx = 300 Ry = 200 Cx = 250 Cy = 150 Rotation = .4 % Radians x = Rx * cos(t); y = Ry * sin(t); nx = x*cos(Rotation)-y*sin(Rotation) + Cx; ny = x*sin(Rotation)+y*cos(Rotation) + Cy; % Draw it plot(nx,ny,'o'); % Fit it fitellipse(nx,ny) % Note it returns (Rotation - pi/2) and swapped radii, this is fine. return end % normalize data mx = mean(X); my = mean(Y); sx = (max(X)-min(X))/2; sy = (max(Y)-min(Y))/2; x = (X-mx)/sx; y = (Y-my)/sy; % Force to column vectors x = x( ;y = y( ;% Build design matrix D = [ x.*x x.*y y.*y x y ones(size(x)) ]; % Build scatter matrix S = D'*D; % Build 6x6 constraint matrix C(6,6) = 0; C(1,3) = -2; C(2,2) = 1; C(3,1) = -2; % Solve eigensystem [gevec, geval] = eig(S,C); % Find the negative eigenvalue I = find(real(diag(geval)) < 1e-8 & ~isinf(diag(geval))); % Extract eigenvector corresponding to negative eigenvalue A = real(gevec(:,I)); % unnormalize par = [ A(1)*sy*sy, ... A(2)*sx*sy, ... A(3)*sx*sx, ... -2*A(1)*sy*sy*mx - A(2)*sx*sy*my + A(4)*sx*sy*sy, ... -A(2)*sx*sy*mx - 2*A(3)*sx*sx*my + A(5)*sx*sx*sy, ... A(1)*sy*sy*mx*mx + A(2)*sx*sy*mx*my + A(3)*sx*sx*my*my ... - A(4)*sx*sy*sy*mx - A(5)*sx*sx*sy*my ... + A(6)*sx*sx*sy*sy ... ]'; % Convert to geometric radii, and centers thetarad = 0.5*atan2(par(2),par(1) - par(3)); cost = cos(thetarad); sint = sin(thetarad); sin_squared = sint.*sint; cos_squared = cost.*cost; cos_sin = sint .* cost; Ao = par(6); Au = par(4) .* cost + par(5) .* sint; Av = - par(4) .* sint + par(5) .* cost; Auu = par(1) .* cos_squared + par(3) .* sin_squared + par(2) .* cos_sin; Avv = par(1) .* sin_squared + par(3) .* cos_squared - par(2) .* cos_sin; % ROTATED = [Ao Au Av Auu Avv] tuCentre = - Au./(2.*Auu); tvCentre = - Av./(2.*Avv); wCentre = Ao - Auu.*tuCentre.*tuCentre - Avv.*tvCentre.*tvCentre; uCentre = tuCentre .* cost - tvCentre .* sint; vCentre = tuCentre .* sint + tvCentre .* cost; Ru = -wCentre./Auu; Rv = -wCentre./Avv; Ru = sqrt(abs(Ru)).*sign(Ru); Rv = sqrt(abs(Rv)).*sign(Rv); a = [uCentre, vCentre, Ru, Rv, thetarad]; |
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baobiao007
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2Â¥2013-10-31 20:25:42
wind5fsa
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3Â¥2013-10-31 23:02:45
wind5fsa
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4Â¥2013-10-31 23:02:55
benbenzjx
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5Â¥2013-11-08 17:14:51














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