Question: Consider an exponential function y(t) = y(0)e^-alpha t + noise close all; clear; clc randn('seed',0); t=[0:0.001:3]'; y0 = 10; alpha = 2; y=y0*exp(-alpha*t)+0.5*randn(length(t),l); figure plot(t,y)
Consider an exponential function y(t) = y(0)e^-alpha t + noise close all; clear; clc randn('seed',0); t=[0:0.001:3]'; y0 = 10; alpha = 2; y=y0*exp(-alpha*t)+0.5*randn(length(t),l); figure plot(t,y) xlabel('Time(s)') ylabel('y(t)') where the parameters are set to be y(0) = 10, alpha = 1.25 How to apply the curve fitting? Provide the detail derivation and MATLAB code(100%)
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