All my Values not getting stored. Only my Last Value is getting stored

조회 수: 3 (최근 30일)
Tishan Anantharajah
Tishan Anantharajah 2023년 3월 13일
댓글: Tishan Anantharajah 2023년 3월 13일
Hi All,
Below attached is my code. In this code I am trying to produce various iterations of theta however only the last value of theta is getting stored in the loop. How can I fix this? Furthermore I am trying to save it into an excel spreadsheet however as it is only producing the last value, only one value is stored.
Thank You,
  댓글 수: 2
Cameron
Cameron 2023년 3월 13일
Which variable are you trying to store? theta_average?
Tishan Anantharajah
Tishan Anantharajah 2023년 3월 13일
Yes I am trying to store theta_average

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답변 (2개)

Matt J
Matt J 2023년 3월 13일
편집: Matt J 2023년 3월 13일
A loop will not accumulate a vector of results unless you tell it where in the vector the result is to be placed, e.g.,
for i=1:5
theta(i)=i^2;
end
theta
theta = 1×5
1 4 9 16 25
Compare this to,
for i=1:5
alpha=i^2;
end
alpha
alpha = 25
  댓글 수: 2
Tishan Anantharajah
Tishan Anantharajah 2023년 3월 13일
How would my code be changed accordingly to accumulate this?
Matt J
Matt J 2023년 3월 13일
편집: Matt J 2023년 3월 13일
As in my example above. You currently have no indexing on the left hand side of your assignment statements that tell where your data is to be stored.

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Cameron
Cameron 2023년 3월 13일
You need to save values of theta_average, so you can index it this way. You go through a while loop then save it when you need to by indexing.
k = 0 ;
theta_average = []; %preallocate this variable, then save it at the end
while true
hold on
va = 1;
mu = 0;
a = rand([3,1]);
b = rand([3,1]);
c = rand([3,1]);
d = rand([3,1]);
a_real = (1/sqrt(2*pi)*exp((-a.^2)/2));
b_real = (1/sqrt(2*pi)*exp((-b.^2)/2));
c_real = (1/sqrt(2*pi)*exp((-c.^2)/2));
d_real = (1/sqrt(2*pi)*exp((-d.^2)/2));
v1 = b_real-a_real;
v2 = c_real-a_real;
v3 = c_real-b_real;
v4 = d_real-c_real;
t = linspace(0,1);
v1x = v1(1)*t + a_real(1) ; v1y = v1(2)*t + a_real(2); v1z = v1(3)*t + a_real(3);
v2x = v2(1)*t + b_real(1) ; v2y = v2(2)*t + b_real(2); v2z = v2(3)*t + b_real(3);
v3x = v3(1)*t + c_real(1) ; v3y = v3(2)*t + c_real(2); v3z = v3(3)*t + c_real(3);
v4x = v4(1)*t + d_real(1) ; v4y = v4(2)*t + d_real(2); v4z = v4(3)*t + d_real(3);
grid on; rotate3d on
plot3(a_real(1),a_real(2),a_real(3),'or')
hold on
plot3(b_real(1),b_real(2),b_real(3),'or')
plot3(c_real(1),c_real(2),c_real(3),'or')
plot3(d_real(1),d_real(2),d_real(3),'or')
plot3(v1x,v1y,v1z,'b','linew',2)
plot3(v2x,v2y,v2z,'b','linew',2)
plot3(v3x,v3y,v3z,'b','linew',2)
plot3(v4x,v4y,v4z,'b','linew',2)
% Only 6 variations are possible for 4 points.
n_t = cross(v1,v2); n = n_t/norm(n_t);
% Did not cross v2 and v3 because they produce the same normal.
n2 = cross(v1,v3); n2 = n2/norm(n2);
% Why is n3 so large? How should I pick which normal to use out of a
% combination?
n3 = cross(v1,v4); n3 = n3/norm(n3);
n4 = cross(v2,v4); n4 = n4/norm(n4);
n5 = cross(v3,v4); n5 = n5/norm(n5);
n_average = (n3+n4+n5)./3;
nx = n(1)*t + a_real(1) ; ny = n(2)*t + a_real(2); nz = n(3)*t + a_real(3);
n3x = n3(1)*t + a_real(1) ; n3y = n3(2)*t + a_real(2); n3z = n3(3)*t + a_real(3);
n4x = n4(1)*t + a_real(1) ; n4y = n4(2)*t + a_real(2); n4z = n4(3)*t + a_real(3);
n5x = n5(1)*t + a_real(1) ; n5y = n5(2)*t + a_real(2); n5z = n5(3)*t + a_real(3);
n_averagex = n_average(1)*t + a_real(1) ; n_averagey = n_average(2)*t + a_real(2); n_averagez = n_average(3)*t + a_real(3);
plot3(nx,ny,nz,'r','LineWidth',2)
plot3(n3x,n3y,n3z,'r','LineWidth',2)
plot3(n4x,n4y,n4z,'r','LineWidth',2)
plot3(n5x,n5y,n5z,'r','LineWidth',2)
plot3(n_averagex,n_averagey,n_averagez,'r','LineWidth',2)
% Why is this not plotting?
[x,y] = meshgrid(1:100:8000);
% plane = n(1)(x-a(1)) + n(2)(y-a(2)) + n(3)(z-a(3)) = 0
z = ((n(1).*(x-a_real(1))) + (n(2).*(y-a_real(2))) - (n(3)*a_real(3)))./-(n(3));
z3 = ((n3(1).*(x-a_real(1))) + (n3(2).*(y-a_real(2))) - (n3(3)*a_real(3)))./-(n3(3));
z4 = ((n4(1).*(x-a_real(1))) + (n4(2).*(y-a_real(2))) - (n4(3)*a_real(3)))./-(n4(3));
z5 = ((n5(1).*(x-a_real(1))) + (n5(2).*(y-a_real(2))) - (n5(3)*a_real(3)))./-(n5(3));
z_average = ((n_average(1).*(x-a_real(1))) + (n_average(2).*(y-a_real(2))) - (n_average(3)*a_real(3)))./-(n_average(3));
hold on
grid on; rotate3d on
plot3(v3x,v3y,v3z,'b','linew',2)
surf(x,y,z)
surf(x,y,z3)
surf(x,y,z4)
surf(x,y,z5)
surf(x,y,z_average)
nv = n_t.*n_t;
dp = sum(nv);
mag = sqrt(dp);
n3v = n3.*n3;
dp3 = sum(n3v);
mag3 = sqrt(dp3);
n4v = n4.*n4;
dp4 = sum(n4v);
mag4 = sqrt(dp4);
n5v = n5.*n5;
dp5 = sum(n5v);
mag5 = sqrt(dp5);
n_averagev = n_average.*n_average;
dp_average = sum(n_averagev);
mag_average = sqrt(dp_average);
theta2 = acosd((dot(n_t,n3v))/(mag*mag3));
theta3 = acosd((dot(n_t,n4v))/(mag*mag4));
theta4 = acosd((dot(n_t,n5v))/(mag*mag5));
theta_average(end+1,1) = acosd((dot(n_t,n_averagev))/(mag*mag_average));
k = k + 1 ;
if k > randi(5,1)
break
end
disp(k)
disp(theta_average)
writematrix(theta_average,filename,'Sheet',1,'Range','B2:B10')
end

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