Question

MATLAB question I need the code exactly as you would write it in MATLAB. thank you

1. Consider a Gaussian solution of the traveling-wave form ψ(z,t)-exp(-a(z-vt)2). The parameter values are a 1, 2. (a) Explain the physical meaning of these parameters (eg. what would happen if we took a = 10 instead?) Determine the direction of propagation of this solution: Is it traweling to the left or to the right? (2pts) (b) Write a Matlab code to plot the Gaussian solution for the parameters a-1, u 2, and t 0, 1, 2, 3. Choose the range of x such that it is appropriate for visualization of all four curves. Use different plotting symbols for each time so that you can see how the solution evolves with time, and note the value of x at which the Gaussian is peaked for each time t. Please submit a listing of your code along with your numerical plot. (3pts) I need to see the MATLAB code please

Answer 1

Hey,

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clc;
close all
clear all
a=1;
v=2;
x=-3:0.01:10;
s={};
for t=0:3
y=exp(-a*(x-v*t).^2);
plot(x,y,'Color',rand(1,3));
hold on;
s{t+1}=sprintf('t=%d',t);
end
legend(s);

Figure 1 File Edit View nsert Iools Desktop Window Help 一1-0 t-2 1-3 0.9 0.8 0.7 0.6 0.5 0.4 0.3 0.2 0.1 10 .2 ENG 6:13 AM IN 02/04/19 O Type here to search

Kindly revert for any queries

Thanks.