Omg finally some nice explanation of forces due to different displacements. I'm second year of physics preparing for finals (I've missed almost entire first month of classes because I was I'll) and was so confused because everyone just writes motion equations as -kx1 + k(x2-x1) and k(x1-x2) -kx2 and assumes we understand how and why. Now I finally fully understand. Thank you!
It would have been more illustrative if you had used different spring constants (i.e. k1, k2, k3) and different masses (m1,m2). In any case, the video was very useful to me. Thanks!
Omg finally some nice explanation of forces due to different displacements. I'm second year of physics preparing for finals (I've missed almost entire first month of classes because I was I'll) and was so confused because everyone just writes motion equations as -kx1 + k(x2-x1) and k(x1-x2) -kx2 and assumes we understand how and why. Now I finally fully understand. Thank you!
Excellent, glad this helped- good luck with those finals!
It would have been more illustrative if you had used different spring constants (i.e. k1, k2, k3) and different masses (m1,m2). In any case, the video was very useful to me. Thanks!
great video got a lot of insight into oscillations and general approach to solve their problems.thanks for the video.
Of course, thanks for letting me know this helped you out, it’s a fun topic :)
amazing video , thank you very much , i loved the music can you tell me what piece is this ?
Thank you! I actually made this one myself with GarageBand. I never really gave it a name :3