how to plot a mean line in a plot
21 visualizzazioni (ultimi 30 giorni)
Mostra commenti meno recenti
Alina Abdikadyr
il 27 Feb 2023
Risposto: Star Strider
il 27 Feb 2023
Hello everyone!
Could you please help me with a plot. When I plot a mean v, it plots differently as 0. I need to mean line to be at the same angle as my fluctuations.
My code is:
clear all; close all;
N=100;
t = (0:N);
t1=(0:N-1);
t2=(0:N-1);
tt = rand(1,N) * 2 * pi;
ang = rand(1,N) * 2 * pi;
amp_u = 2;
amp_v = 1;
amp_w = 0.5;
u_mean=2;
v_mean=1;
w_mean=1;
u1 = amp_u.*sin(100*t2)+u_mean;
v1 = sin(ang) .* amp_v+v_mean;
w1=sin(ang) .* amp_w+w_mean;
u = cumsum([2, u1]);
x(1:N)=mean(u1);
v = cumsum([2, v1]);
w = cumsum([2, w1]);
figure(1); plot(t,u);
hold on
plot(t1,x);
1 Commento
Dyuman Joshi
il 27 Feb 2023
Mean will be a scalar, constant value and it plots accordingly as well.
"When I plot a mean v ..."
You are not plotting v in your code above.
"I need to mean line to be at the same angle as my fluctuations."
Can you explain what do you mean by this? Perhaps a figure will be more helpful.
Risposta accettata
Star Strider
il 27 Feb 2023
‘I need to mean line to be at the same angle as my fluctuations.’
You apparently want the linear regression of ‘u1’ as a function of ‘t1’ not the mean of ‘u1’.
Try this —
% clear all; close all;
N=100;
t = (0:N);
t1=(0:N-1);
t2=(0:N-1);
tt = rand(1,N) * 2 * pi;
ang = rand(1,N) * 2 * pi;
amp_u = 2;
amp_v = 1;
amp_w = 0.5;
u_mean=2;
v_mean=1;
w_mean=1;
u1 = amp_u.*sin(100*t2)+u_mean;
v1 = sin(ang) .* amp_v+v_mean;
w1=sin(ang) .* amp_w+w_mean;
u = cumsum([2 u1]);
% x(1:N)=mean(u1);
B = [t(:) ones(size(t(:)))] \ u(:); % Linear Regression Parameters
x = [t2(1) 1; t2(end) 1] * B; % Linear Regression Evaluation
v = cumsum([2, v1]);
w = cumsum([2, w1]);
figure(1)
plot(t,u)
hold on
plot(t1([1 end]),x)
ylim([0 max(ylim)])
While I am thinking about it, do you have any thoughts on my Answer to plot a graph from user input?
.
0 Commenti
Vedere anche
Categorie
Scopri di più su Line Plots in Help Center e File Exchange
Community Treasure Hunt
Find the treasures in MATLAB Central and discover how the community can help you!
Start Hunting!