Created
February 5, 2020 07:37
-
-
Save MShirazAhmad/b337cfe5fd66afbec17402b80ee9af74 to your computer and use it in GitHub Desktop.
Newton’s Cradle Experiment Using Video Tracking Analysis
This file contains bidirectional Unicode text that may be interpreted or compiled differently than what appears below. To review, open the file in an editor that reveals hidden Unicode characters.
Learn more about bidirectional Unicode characters
load('GOPR0582.mat') | |
%Mass of Each Ball=66.1g | |
[Y_min,Index_Y_min] = min(trajectory.tp4.y); | |
TPy=[trajectory.tp1.y trajectory.tp2.y trajectory.tp3.y trajectory.tp4.y trajectory.tp5.y trajectory.tp6.y trajectory.tp7.y]; | |
TPy=TPy-Y_min; | |
TPx=[trajectory.tp1.x trajectory.tp2.x trajectory.tp3.x trajectory.tp4.x trajectory.tp5.x trajectory.tp6.x trajectory.tp7.x]; | |
TPx=TPx-TPx(Index_Y_min,4); | |
TP_Path = sqrt(TPx.^2 + TPy.^2); | |
for i=1:7 | |
TP_Velocity(:,i) = diff(TP_Path(:,i))./diff(t); | |
end | |
KE = (1/2).*(0.061).*TP_Velocity.*TP_Velocity; | |
Momentum = (0.061).*TP_Velocity; | |
PE = (0.061).*(9.8).*TPy; | |
for i=1:7 | |
PE(:,i)=norm2unity(PE(:,i)); | |
end | |
%% Plots | |
figure | |
plot(t(2:2000),norm2unity(TPx(2:2000,1))-1,t(2:2000),norm2unity(TPx(2:2000,7))); | |
title('The far right ball pulled away and let go') | |
xlabel('Time') | |
ylabel('Distance from the mean of the middle ball') | |
ylim([-1.1 +1]) | |
xlim([0 7]) | |
figure | |
plot(t(2:2000),norm2unity(KE(2:2000,1)),'--',t(2:2000),norm2unity(KE(2:2000,7))); | |
title('The far right ball pulled away and let go') | |
xlabel('Time') | |
ylabel('K.E of right most and left most spheres') | |
ylim([0 +1]) | |
xlim([0 7]) | |
figure | |
plot(t(2:2000),norm2unity(PE(2:2000,1)),'--',t(2:2000),norm2unity(PE(2:2000,7))); | |
title('The far right ball pulled away and let go') | |
xlabel('Time') | |
ylabel('P.E of right most and left most spheres') | |
ylim([0 +1]) | |
xlim([0 7]) | |
figure | |
hold on | |
plot(t(2:2000),norm2unity(KE(2:2000,1)),'--',t(2:2000),norm2unity(KE(2:2000,7))); | |
plot(t(2:2000),norm2unity(KE(2:2000,1)),'--',t(2:2000),norm2unity(KE(2:2000,7)),t(2:2000),norm2unity(PE(2:2000,1)),'--',t(2:2000),norm2unity(PE(2:2000,7))); | |
plot(t(2:2000),norm2unity(PE(2:2000,1)),'--',t(2:2000),norm2unity(PE(2:2000,7))); | |
plot(t(2:2000),norm2unity(KE(2:2000,1))-1,'--',t(2:2000),norm2unity(PE(2:2000,1))-1,t(2:2000),norm2unity(KE(2:2000,7)),'--',t(2:2000),norm2unity(PE(2:2000,7))); | |
title('The far right ball pulled away and let go') | |
xlabel('Time (s)') | |
ylabel('P.E+K.E (normalized)') | |
xlim([0 7]) | |
ylim([-1.1 +1.1]) | |
title('The far right ball pulled away and let go') | |
xlabel('Time (s)') | |
ylabel('P.E+K.E (normalized)') | |
xlim([0 7]) | |
ylim([-1.1 +1.1]) |
Sign up for free
to join this conversation on GitHub.
Already have an account?
Sign in to comment