Centripital acceleration (electron movement)

AI Thread Summary
The discussion focuses on calculating the force acting on an electron in a circular orbit and its centripetal acceleration using the Bohr model of the hydrogen atom. The calculated force on the electron, with a mass of 9.109x10^-31 kg and a speed of 2.20x10^6 m/s in a radius of 0.530x10^-10 m, is approximately 8.32x10^-8 N. The centripetal acceleration is computed to be 9.13x10^22 m/s². Participants clarify that the force acting on the electron is directed toward the center of the orbit, negating the need for x and y components in this context. Overall, the calculations and reasoning presented are affirmed as correct.
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Homework Statement


In bohr model of H atom, speed of electron/ e- is aproximately 2.20x10^6 m/s

a) find force acting on e- as it revolves in a circular orbit of radius 0.530x10^-10

b) the centripital acceleration of the e-


Homework Equations


\sum F= ma= m(v^2/r)


The Attempt at a Solution



Well I'm not sure if I'm going in the right direction ...

does the electron have a x and y component of force?

a) m e-= 9.109x10^-31 kg

\sum F= ma= m(v^2/r)

(9.109x10^-31kg) ( (2.20x10^6)^2/ 0.530x10^-10)= 8.32x10^-8 N

b)
a_c= v^2/r = 9.13x10^ 22 m/s^2

can someone see if this is alright for me?

Thanks
 
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Looks fine. The force is directed toward the centre of motion.
 
so there wouldn't be a x /y component of sum of F forces?
 
What forces are you thiking about?
 
well I was originally thinking that there was a force in a x or y direction however thinking about it if it's moving in a circular motion but the direction is not specified thus it wouldn't matter for this question.

Thanks
 
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