
Matlab Code below: Hope this helps!
% converting m/s to mph, 1m/s = 2.237 mph
A = 5*(2.237^2)/2.237;
B = 0.4*(2.237^3)/(2.237^2);
V = 0:0.2:250; % this is velocity in mph, since we have changed
constant values to mph.
P = A*V.^2 + B*V.^3;
P_hp = P / 745.7;
plot(V, P_hp);
grid on
grid minor
title('Graph between Power and Velocity');
xlabel('Velocity(in mph)');
ylabel('Power(in horsepower)');
print -dpng figure.png

Please refer to the screenshot of the code to understand the
indentation of the code.

need help with this graph in matlab here is my prior code and graph which the...
Can somebody help me with my matlab code? I am plotting the POWER SPECTRAL DENSITY OF Manchester, Polar, UNIPOLAR, and BIPOLAR. It wont run. The error I am getting is "incorrect dimensions for matrix multiplication. Check that the number of columns in the first matrix matches the number of rows in the second matrix. To perform element wise multiplication, use '.*'. " clc; clear all; %Declaration of variables bandwidth = 1; total_bandwidth = 1/bandwidth; f = 0:.05*bandwidth:2*total_bandwidth; x=f*total_bandwidth; %Manchester Power...
These instructions are written with the assumption that code will be done in matlab. You might find the following built in commands useful: length, plot, xlabel, ylabel, title, legend, fzero, plot, disp, axis, axes, min, max. 1. A spring-mass system has the following position y(t) and velocity v(t) functions: y(t) = e −0.5t sin(2t) + √ 3e −0.5t cos(2t) v(t) = e −0.5t (2√ 3 − 0.5) sin(2t) − 0.5(4 + √ 3)e −0.5t cos(2t) where the units are in...
I need help in MATLAB. I'm working on a circuits lab report and I want to plot the derivative of an input signal. The circuit is a differentiator OpAmp. It is receiving a triangle wave as an input and should output a square wave. (I've included my existing code.) The output formula is: Vout = -(Rf)*C*(dVin/dt) Where Rf is feedback resistance: Rf = 1*10^6; and C = 1*10^-6. EXISTING CODE: %% This section is copied, and then modified from another...
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Reproduce Figures 9.2b and 9.2c on MATLAB, assuming that the
square wave (Figure 9.2b) is a periodic symmetric square wave of
normalized amplitude (A=1). Each student group should
decide the power spectral density level of the channel noise.
Compute the Fourier transform of the periodic square wave.
clear all
close all
%%%%
T=12*pi; %number of period
x=linspace(0,T);
t=x/pi
y0=square(x); %square wave signal
y0ft=fft(y0); %calculating Fourier Transformof signal
y0fts=fftshift(y0ft);
y0ftFinal=abs(y0ft);
AWGN= rand(size(x)); %Calculating whit noise
Att=(1/3);
nSig= Att*AWGN;
y=y0+nSig; %Square wave...
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why will my function not run in the main code
##This is the main code##
%% Problem IV %%
% ON SEPARATE M FILE
ellipsoid_volume(8,17,"Volume versus depth for an ellipsoid")
## This is the function code##
% This program calls the following user-written functions
% 1. ellipsoid_volume
% Problem 1 - Calculate volume of ellipsoid shaped tank.
figure(1)
ellipsoid_volume(3,12,'Volume versus depth for an ellipsoid')
function ellipsoid_volume(a,b,plot_title,units)
%volume of horizontal ellipsoid
%inputs:
%a - vertical semi-axis
%b - horizontal radius...
MATLAB
code starts here ---------
clear
T0=2;
w0=2*pi/T0;
f0=1/T0;
Tmax=4;
Nmax=15;
%---
i=1;
for t=-Tmax: .01:Tmax
T(i)=t;
if t>=(T0/2)
while (t>T0/2)
t=t-T0;
end
elseif t<=-(T0/2)
while (t<=-T0/2)
t=t+T0;
end
end
if abs(t)<=(T0/4)
y(i)=1;
else
y(i)=0;
end
i=i+1;
end
plot(T,y),grid, xlabel('Time (sec)'); title('y(t) square wave');
shg
disp('Hit return..');
pause
%---
a0=1/2;
F(1)=0; %dc freq
C(1)=a0;
for n=1:Nmax
a(n)=(2/(n*pi))*sin((n*pi)/2);
b(n)=0;
C(n+1)=sqrt(a(n)^2+b(n)^2);
F(n+1)=n*f0;
end
stem(F,abs,(C)), grid, title(['Line Spectrum: Harmonics = '
num2str(Nmax)]);
xlabel('Freq(Hz)'), ylabel('Cn'), shg
disp('Hit return...');
pause
%---
yest=a0*ones(1,length(T));
for n=1:Nmax
yest=yest+a(n)*cos(2*n*pi*T/T0)+b(n)*sin(2*n*pi*T/T0);...
Project in matlab. I have the correct ak value but not the
correct ao value. My code is attached below also
2. Determine and plot the magnitude and phase spectrum of the Fourier series coefficients a, that is, plot ja, I as a function of discrete frequencies Jok and La, as a function of discrete frequencies fok 03 025 蓋0.2 0.15 0.1 o o5 ·10-8-6 4610 phase -2 -2 8- t= 0: .01:4; 9- to = 4; 10- fo =1/4;...