Recent content by Aswin Jagadeesh A

with all due respect, I already tried all those and failed to get the exact values. That is why I'm asking for a solution here. For more info see the link provided below, https://www.physicsforums.com/threads/representing-displacement-vectors-in-cylindrical-coordinates.729099/#post-4609839...

This is my case, I have two points in ##r,\theta,\phi## form. I need to find out their difference. And in the end I need to represent this difference in ##x,y,z## , (which I believe I can do it by spherical to Cartesian conversion.). The ling to stackexchange which I provided help me to find the...

Thank You so much for the contribution. But still one doubt left. Through this we can only calculate the difference in ##r## right, not ##\theta,\phi##? So how to find those?

Thank you for the info, I'll keep the prefix thing in mind. But the expression you have mentioned is not helping. I need to calculate the difference in ##\theta, \phi## without converting it into Cartesian form. Since the problem which I'm dealing here is kind of complex, lets say there are...

I have already tried that and failed to get the result. I believe there will be a separate formula for calculating the angles ##\theta## and ##\phi## like the way ##\beta## had found as mentioned in the link. I'm seeking for the same or other better options. Thanks for your reply though.

Is there a way of subtracting two vectors in spherical coordinate system without first having to convert them to Cartesian or other forms? Since I have already searched and found the difference between Two Vectors in Spherical Coordinates as...