How to plot both real and imaginary part of complex exponential?
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Hi,
I dont know how to plot this, since there is imaginary unit in the function, please help
x(t) = t^2 + j2πt, 0 ≤ t ≤ 10 , plot the approximate signals using 5 terms of the complex exponential form. This is what is got. Not sure if it right?
clc;
clear all;
close all;
t0 = 0;
T = 10;
w = 2*pi/T
syms t
x = t^2 +(j*2*pi*t)
k = -2:2 %5 terms
a = (1/T)*int(x*exp(-1j*k*w*t),t,t0,t0+T); %%complex exponential
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Star Strider
le 27 Oct 2020
See my Answer to your duplicate Question: How to plot both real and imaginary part of complex exponential?
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