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November 13, 2017 10:06
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ECE 306L Pre-Lab 7
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| clear variables | |
| syms omega | |
| thetas = [ | |
| pi/6; | |
| pi/4; | |
| pi/2; | |
| 2*pi/3; | |
| 5*pi/6 | |
| ]; | |
| Zin = exp(1j*omega); | |
| for iter = 1:length(thetas) | |
| BZ = 1/(1 - 2*cos(thetas(iter))*(Zin^(-1)) + (Zin^(-2))); | |
| dBZ = diff(BZ); | |
| Zval = solve(dBZ == 0, omega); | |
| Zcalc = exp(1j*Zval); | |
| BZOut(iter) = double(1/(1 - 2*cos(thetas(iter))*(Zcalc^(-1)) + (Zcalc^(-2)))); | |
| end |
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| clear variables | |
| syms omega | |
| vals = [ | |
| pi/6 0.95; | |
| pi/6 0.70; | |
| pi/3 0.95; | |
| pi/3 0.70; | |
| 5*pi/6 0.95; | |
| 5*pi/6 0.70 | |
| ]; | |
| for iterout = 1:6 | |
| r = vals(iterout, 2); | |
| theta = vals(iterout,1); | |
| Z = exp(1j*omega); | |
| BZ = (1 - 2*r*cos(theta)*Z^(-1) + r^2 * Z^(-2))/(1-r); | |
| dBZ = diff(BZ); | |
| Zval = solve(dBZ == 0, omega); | |
| Zcalc = exp(1j*Zval); | |
| BZOut(iterout) = double((1 - 2*r*cos(theta)*Zcalc^(-1) + r^2 * Zcalc^(-2))/(1-r)); | |
| end | |
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The value held in BZOut will be an indexed array such that BZOut(i) is the value of b0 for the value theta(i) or vals(i) where vals(i,1) is theta and vals(i, 2) is r.