The angle @ which the particle hits the wall

AI Thread Summary
To calculate the impact angle of a spherical ball hitting a curvilinear wall in a 2D x-y plane, first determine the angle of incidence using the formula theta = atan(V_y/V_x). For example, with V_y at 3 m/s and V_x at 4 m/s, the angle calculates to approximately 37 degrees. After finding the angle, consider the curvature of the wall to adjust the reflection angle accordingly. The discussion emphasizes the need for clarity in applying the formula and understanding the impact on a non-linear surface. Accurate calculations are essential for solving the problem effectively.
ranaroy
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dear all,

i am working on a problem, but not having found the solution yet.
i have a wall section (in a 2D x-y plane) on which spherical balls hit and get reflected.
i know the x-velocity and y-velocity of the particle when it hits the wall.
i need to calculate the impact (incident) angle of the ball on the wall.

it is easy to calculate when the plane is either along x-axis or y-axis. but, my plane is curvilnear (i know the radius of curvature). can i calculate the incident angle for this curvilinear plane ?

pls help. thank you.
 
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I don't know this very well, but here's a shot. Take the angle it hits the and copy that same angle it hits on the wall and add the curvilinear to the other side.
 
dear asaplease,

thank you for your try.
can u explain it once more in detail. i didnt understand well.
you mean to say, first i will do theta = atan(V_y/V_x) and calculate the angle.
then, what shoud i do ?

to make it more clear for me, can u do one example case.
say V_y = 3 m/s , V_y = 4 m/s
So, theta = 37 degree.

pls help
 
sorry, the above velocity components should read
V_y = 3 m/s , V_x = 4 m/s

sorry for the mistake.
 
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