Solving equation in Matlab
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Hi I obtained these results using Mathematica. If I want to get the same with Matlab, how should I do? At least I will get the red column Results :
The code :
Here is my code in Matlab :
clear all
L0= 941 * 10^9;
mi0=636 * 10^9;
k0= L0 + mi0 * (2/3);
kl = 900 * 10^9;
phi_m = 0.1;
Km = 10 ^-18;
w=2*pi;
eta=1000;
ac=10;
phi=0.12;
l=pi*0.001/phi;
t = (phi_m * (l^2)*eta)/(Km*kl);
L=(k-mi*(2/3));
gamma = 1 + (ac/pi) * ((k-k0)/(phi*mi)) * ((L+2*mi)/(L+mi));
For the rest :
that is : k=k0+ phi*k1 and µ=µ0 + phi*µ
回答(1 个)
Abraham Boayue
2018-3-26
See if you can make this code produce the results you want. The program by its self is right, but there might be some issues with the way I defined your equations and the values I chose for some constants.
% Fixed parameters
lamda_null = 941e9;
mue_null = 636e9;
phi_null = 0.1;
w = 2*pi;
k1 = 900e9;
Km = 10 ^-18;
% Chosen parameters
eta = [100 100 100 1000 1000 1000];
ac = 10;
phi = [0.06 0.07 0.08 0.12 0.14 0.16];
phi_m = 0.1;
mue1 = 1;
N = length(eta);
Qp = zeros(1,N);
Qs = zeros(1,N);
% Calculated parameters
k0 = lamda_null + (2/3)*mue_null;
for i = 1:N
kL = 1e-6/phi(i);
L = pi*0.001/phi(i);
mue = mue_null + phi(i)*mue1;
k = k0+ phi(i)*k1;
tau = (phi_m *L^2*eta(i))/(Km*kL);
% Define major equations
% 1. gamma
lamda = (2/3)*(k-mue1);
g1 = (lamda+2*mue)/(lamda+mue);
gamma = 1+(ac/pi)*(k1/mue)*g1;
% 2. k1/k0
g2 = (1+1i*w*tau) / (1+1i*gamma*w*tau);
g3 = (1-(1-1/gamma) / (1+1i*w*tau));
g4 = ( 1 - ( 1i*kL^2 / gamma*w*tau) * (1+1i*gamma*w*tau) );
k1_k0 = -4/3*(k0/mue)*g1*g2*(g3*g4).^(-1);
% 3. mue1/mue0
g5 = (lamda+2*mue)/(3*lamda+4*mue);
g6 = (1+ 1i*4*ac*w*eta(i) / pi*mue);
mue1_mue0 = -2/15*(8/3*g1*g2 +16*g5*(g5*g6).^(-1));
K = k1_k0;
Me = mue1_mue0;
qp = imag(K+4/3*Me)/real(K+4/3*Me);
qs = imag(Me)/real(Me);
Qp(i) = qp;
Qs(i) = qs;
end
disp('Qp');
disp(Qp);
disp('Qs');
disp(Qs);
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