how to find slope for certain area in graph.
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Eirikur Bernharðsson
on 19 Oct 2019
Commented: John D'Errico
on 19 Oct 2019
I have this graph and i need to find the slope where is (2 - 14)
clear all;clc;
gogn = xlsread(fullfile('C:\Users\ebben\Dropbox\HR\Eðlisfræði\Verklegt\Top','TOP_gogn.xlsx'));
force=gogn(:,1);
angle=gogn(:,2); % Data imported
% finding the slope
lm=fitlm(angle,force,'poly1');
hallatala=lm.Coefficients.Estimate;
% value for slope in textbox
annotation('textbox', [.3 .245 .1 .1], 'String', ...
['Hallatala: ',num2str(hallatala(2,1))]);
% ploting data
plot(angle,force,'r.')
hold on
% ploting the slope line
besta_lina=hallatala(2,1)*angle + hallatala(1,1);
plot(angle,besta_lina,'k','Linewidth',2)
xlabel('angle[rad]');
ylabel('force[N]');
grid
title(['TOP'])
2 Comments
Adam Danz
on 19 Oct 2019
It looks like you've alread found the slope. Is there a question missing?
Be careful using linear regresion on circular data.
Here are your data in polar coordinates.
John D'Errico
on 19 Oct 2019
Adam has put a different spin on things, but it seems like circular reasoning. ;-P
Accepted Answer
Star Strider
on 19 Oct 2019
To limit ‘angle’ (and ‘force’) to calculate the slope only on the ‘angle’ limits between 2 and 14, try this:
Lv = (angle >= 2) & (angle <= 14); % Logical Vector Selecting Desired Subset
angle = angle(Lv); % Limit ‘angle’
force = force(Lv); % Limit ‘force’
inserting these assignments just after you initially define them.
I am not certain if you want to limit your entire analysis to those limits, or just plot that line and return the slope value in that region. Both of those are relatively straightforward to do.
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