Consider the following system in complex symbolic form:
% syms ix %// or
% syms x %//?
sys(ix) = ((10+(ix)))/((20+5(ix)+(10(ix))^2+(ix)^3))
Where
ix = imaginary part
Can MATLAB symbolically compute imag(sys(jx)) and real(sys(jx))?
syms x
sys(x) = ((10+1.*1i.*x))/(20+(5.*1i.*x)+((10.*1i.*x).^2))+((1.*1i.*x).^3);
imaginaryPart = imag(sys);
where the 1i has been used as opposed to i, as it should be more robust according to the documentation.
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