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i want to store the result of 191 iterations in one variable and then i want to find the slope of those values.

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ria
ria 2012 年 11 月 20 日
閉鎖済み: MATLAB Answer Bot 2021 年 8 月 20 日
A = load ('example.txt') size(A) n = 191; for i = 1:191 A (i,:) A([i] , [2 3 4 5 6 7 8 9])
freq(i) = A (i,1) s11mag(i) = A(i,2) s11ang(i) = A(i,3) s12mag(i) = A(i,4) s12ang(i) = A(i,5) s21mag(i) = A(i,6) s21ang(i) = A(i,7) s22mag(i) = A(i,8) s22ang(i) = A(i,9)
% 1deg = 0.0174532925 radians q = 0.0174532925
s11real(i) = s11mag(i) * cos(s11ang(i) * q) s11img(i) = s11mag(i) * sin (s11ang(i) * q) s11(i) = s11mag(i).* exp( j * (s11ang(i) * q))
s12real(i) = s12mag(i) * cos(s12ang(i) * q) s12imag(i) = s12mag(i) * sin (s12ang(i) * q) s12(i) = s12mag(i).* exp( j * (s12ang(i) * q))
s21real(i) = s21mag(i) * cos(s21ang(i) * q) s21imag(i) = s21mag(i) * sin (s21ang(i) * q) s21(i) = s21mag(i).* exp( j * (s21ang(i) * q))
s22real(i) = s22mag(i) * cos(s22ang(i) * q) s22imag(i) = s22mag(i) * sin (s22ang(i) * q) s22(i) = s22mag(i).* exp( j * (s22ang(i) * q))
s = [s11 s12 ; s21 s22] D = ((1+s11(i))*(1+s22(i))-s12(i)*s21(i)) Z0 = 50
%s- parameter to y-parameter
y11(i) = ((1-s11(i))*(1+s22(i))+s12(i)*s21(i)) / (D * Z0) y12(i) = -2*s12(i) / (D * Z0) y21(i) = -2*s21(i) / (D * Z0) y22(i) = ((1+s11(i))*(1-s22(i))+s12(i)*s21(i)) / (D * Z0)
y = [y11 y12 ; y21 y22]
y11real(i) = real(y11(i)) y11imag(i) = imag (y11(i)) y12real(i) = real(y12(i)) y12imag(i) = imag (y12(i)) y21real(i) = real(y21(i)) y21imag(i) = imag (y21(i)) y22real(i) = real(y22(i)) y22imag(i) = imag (y22(i))
%extrinsic parasitic capacitances
Cgdo(i) = -y12imag(i) / (2 * pi * freq(i)) Cgda(i) = [0.01:0.5] * Cgdo(i) Cgdi(i) = 2 * Cgda(i) Cgd(i)= Cgdo(i) - Cgda(i) - Cgdi(i) Cdso(i) = y22imag(i) /(2 * pi * freq(i)) - Cgdo(i) Cpda(i) = [0.01:0.5]* Cdso(i) Cpdi(i) = 3* Cpda(i) Cds(i) = Cdso(i) - (4 * Cpda(i)) Cgs(i) = Cgd(i) Cpga(i) = [0.01:0.5] * Cdso(i)
Cgso(i) = y11imag(i) /(2 * pi * freq(i)) - Cgdo(i) Cpgi(i) = Cgso(i) - Cgd(i) - Cpga(i)
%plotting capacitances vs frequency
% subplot(221);plot(freq,Cpga);hold on; % subplot(222);plot(freq,Cpgi);hold on; % subplot(223);plot(freq,Cpda);hold on; % subplot(224);plot(freq,Cpdi);hold on;
% de- embedding capacitances Cpga,Cpda and Cgda from Y-parameters
y11int(i) = y11(i) - (j* (2 * pi * freq(i)) (Cpga(i) + Cgda(i))) y12int(i) = y12(i) + (j (2 * pi * freq(i)) * Cgda(i)) y21int(i) = y21(i) + (j* (2 * pi * freq(i)) * Cgda(i)) y22int(i) = y22(i) - (j* (2 * pi * freq(i)) *(Cgda(i) +Cpda(i)))
yint = [y11int y12int ; y21int y22int]
y11intreal(i) = real(y11int(i)) y11intimag(i) = imag (y11int(i)) y12intreal(i) = real(y12int(i)) y12intimag(i) = imag (y12int(i)) y21intreal(i) = real(y21int(i)) y21intimag(i) = imag (y21int(i)) y22intreal(i) = real(y22int(i)) y22intimag(i) = imag (y22int(i))
%converting Yint-para to z-parameters
z11(i) = y22int(i) / (y11int(i) * y22int(i) - y12int(i) * y21int(i)) z12(i) = -y12int(i) / (y11int(i) * y22int(i) - y12int(i) * y21int(i)) z21(i) = -y21int(i) / (y11int(i) * y22int(i) - y12int(i) * y21int(i)) z22(i) = y11int(i) / (y11int(i) * y22int(i) - y12int(i) * y21int(i))
z = [z11 z12 ; z21 z22]
w(i) =(2* pi* freq(i))
z11real(i) = real (z11(i)) z11imag(i) = imag (z11(i)) z12real(i) = real (z12(i)) z12imag(i) = imag (z12(i)) z21real(i) = real (z21(i)) z21imag(i) = imag (z21(i)) z22real(i) = real (z22(i)) z22imag(i) = imag (z22(i))
m(i) = w(i) * (z11imag(i) - z12imag(i)) n(i) = w(i) * (z22imag(i) - z12imag(i)) o(i) = w(i) * z12imag(i)
subplot(221);plot(w(i)^2, m(i)); hold on; subplot(222);plot(w(i)^2, n(i)); hold on; subplot(223);plot(w(i)^2, o(i)); hold on; subplot(224);plot(w(i)^2,m(i),’b’, w(i)^2,n(i),’r’, w(i)^2,o(i),’g’); hold on ;
end
  3 件のコメント
ria
ria 2012 年 11 月 21 日
A = load ('example.txt')
size(A) n = 191;
for i = 1:191
A (i,:)
A([i] , [2 3 4 5 6 7 8 9])
freq(i) = A (i,1)
s11mag(i) = A(i,2)
s11ang(i) = A(i,3)
s12mag(i) = A(i,4)
s12ang(i) = A(i,5)
s21mag(i) = A(i,6)
s21ang(i) = A(i,7)
s22mag(i) = A(i,8)
s22ang(i) = A(i,9)
% 1deg = 0.0174532925 radians q = 0.0174532925
s11real(i) = s11mag(i) * cos(s11ang(i) * q)
s11img(i) = s11mag(i) * sin (s11ang(i) * q)
s11(i) = s11mag(i).* exp( j * (s11ang(i) * q))
s12real(i) = s12mag(i) * cos(s12ang(i) * q)
s12imag(i) = s12mag(i) * sin (s12ang(i) * q)
s12(i) = s12mag(i).* exp( j * (s12ang(i) * q))
s21real(i) = s21mag(i) * cos(s21ang(i) * q)
s21imag(i) = s21mag(i) * sin (s21ang(i) * q)
s21(i) = s21mag(i).* exp( j * (s21ang(i) * q))
s22real(i) = s22mag(i) * cos(s22ang(i) * q)
s22imag(i) = s22mag(i) * sin (s22ang(i) * q)
s22(i) = s22mag(i).* exp( j * (s22ang(i) * q))
s = [s11 s12 ; s21 s22]
D = ((1+s11(i))*(1+s22(i))-s12(i)*s21(i))
Z0 = 50
%s- parameter to y-parameter
y11(i) = ((1-s11(i))*(1+s22(i))+s12(i)*s21(i)) / (D * Z0)
y12(i) = -2*s12(i) / (D * Z0)
y21(i) = -2*s21(i) / (D * Z0)
y22(i) = ((1+s11(i))*(1-s22(i))+s12(i)*s21(i)) / (D * Z0)
y = [y11 y12 ; y21 y22]
y11real(i) = real(y11(i))
y11imag(i) = imag (y11(i))
y12real(i) = real(y12(i))
y12imag(i) = imag (y12(i))
y21real(i) = real(y21(i))
y21imag(i) = imag (y21(i))
y22real(i) = real(y22(i))
y22imag(i) = imag (y22(i))
%extrinsic parasitic capacitances
Cgdo(i) = -y12imag(i) / (2 * pi * freq(i))
Cgda(i) = [0.01:0.5] * Cgdo(i) Cgdi(i) = 2 * Cgda(i) Cgd(i)= Cgdo(i) - Cgda(i) - Cgdi(i) Cdso(i) = y22imag(i) /(2 * pi * freq(i)) - Cgdo(i) Cpda(i) = [0.01:0.5]* Cdso(i) Cpdi(i) = 3* Cpda(i) Cds(i) = Cdso(i) - (4 * Cpda(i)) Cgs(i) = Cgd(i) Cpga(i) = [0.01:0.5] * Cdso(i)
Cgso(i) = y11imag(i) /(2 * pi * freq(i)) - Cgdo(i) Cpgi(i) = Cgso(i) - Cgd(i) - Cpga(i)
%plotting capacitances vs frequency
% subplot(221);plot(freq,Cpga);hold on; % subplot(222);plot(freq,Cpgi);hold on; % subplot(223);plot(freq,Cpda);hold on; % subplot(224);plot(freq,Cpdi);hold on;
% de- embedding capacitances Cpga,Cpda and Cgda from Y-parameters
y11int(i) = y11(i) - (j* (2 * pi * freq(i)) (Cpga(i) + Cgda(i))) y12int(i) = y12(i) + (j (2 * pi * freq(i)) * Cgda(i)) y21int(i) = y21(i) + (j* (2 * pi * freq(i)) * Cgda(i)) y22int(i) = y22(i) - (j* (2 * pi * freq(i)) *(Cgda(i) +Cpda(i)))
yint = [y11int y12int ; y21int y22int]
y11intreal(i) = real(y11int(i))
y11intimag(i) = imag (y11int(i))
y12intreal(i) = real(y12int(i))
y12intimag(i) = imag (y12int(i))
y21intreal(i) = real(y21int(i))
y21intimag(i) = imag (y21int(i))
y22intreal(i) = real(y22int(i))
y22intimag(i) = imag (y22int(i))
%converting Yint-para to z-parameters
z11(i) = y22int(i) / (y11int(i) * y22int(i) - y12int(i) * y21int(i)) z12(i) = -y12int(i) / (y11int(i) * y22int(i) - y12int(i) * y21int(i)) z21(i) = -y21int(i) / (y11int(i) * y22int(i) - y12int(i) * y21int(i)) z22(i) = y11int(i) / (y11int(i) * y22int(i) - y12int(i) * y21int(i))
z = [z11 z12 ; z21 z22]
w(i) =(2* pi* freq(i))
z11real(i) = real (z11(i))
z11imag(i) = imag (z11(i))
z12real(i) = real (z12(i))
z12imag(i) = imag (z12(i))
z21real(i) = real (z21(i))
z21imag(i) = imag (z21(i))
z22real(i) = real (z22(i))
z22imag(i) = imag (z22(i))
m(i) = w(i) * (z11imag(i) - z12imag(i))
n(i) = w(i) * (z22imag(i) - z12imag(i))
o(i) = w(i) * z12imag(i)
subplot(221);plot(w(i)^2, m(i)); hold on;
subplot(222);plot(w(i)^2, n(i)); hold on;
subplot(223);plot(w(i)^2, o(i)); hold on; subplot(224);plot(w(i)^2,m(i),b, w(i)^2,n(i),r, w(i)^2,o(i),g); hold on ;
end
Image Analyst
Image Analyst 2012 年 11 月 21 日
A tip: in the editor, type control-A and then control-I and it will make your code look nice - fix all the indenting.

回答 (1 件)

John Petersen
John Petersen 2012 年 11 月 20 日
gradient(y)
will give you the slope at every point of the variable y.
  2 件のコメント
ria
ria 2012 年 11 月 26 日
slope is between two variables X and Y .then i can i give the command as gradient(y)..please help..
John Petersen
John Petersen 2012 年 11 月 28 日
The default spacing used by gradient() is sequential points. The actual spacing of those points is defined by the user. You CAN specify a different spacing if you want. Here's an example:
t = 0:.01:10;
ct = cos(t);
slope_of_ct = gradient(ct);
figure;plot(t,ct,t,slope_of_ct); grid on;
legend('signal','slope of signal');

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