Electron acceleration in its lowest orbit

AI Thread Summary
The discussion focuses on calculating the centripetal acceleration of an electron in the lowest Bohr orbit using the formula ac = v²/r. The values used are the electron's speed of 2.19 x 10^6 m/s and the minimum radius of 5.29 x 10^-11 m, resulting in an acceleration of 9.07 x 10^22 m/s². Participants confirm the calculations are correct and emphasize the importance of indicating direction since acceleration is a vector. The conversation also includes light-hearted banter about one participant's username. Overall, the calculation and its components are validated within the context of the discussion.
nmsurobert
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Homework Statement


Calculate the centripetal acceleration of an electron in the lowest Bohr orbit.

Homework Equations


no equations were given but i think i have to use ac = v2/r
were v = 2.19 x 106 m/s (speed of electron in its lowest orbit)
r = ao = 5.29 x 10-11m (minimum radius)

The Attempt at a Solution


so

(2.19 x 106m/s)2/(5.29 x 10-11m)

= 9.07x1022 m/s2

does this look correct?
 
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nmsurobert said:

Homework Statement


Calculate the centripetal acceleration of an electron in the lowest Bohr orbit.

Homework Equations


no equations were given but i think i have to use ac = v2/r
were v = 2.19 x 106 m/s (speed of electron in its lowest orbit)
r = ao = 5.29 x 10-11m (minimum radius)

The Attempt at a Solution


so

(2.19 x 106m/s)2/(5.29 x 10-11m)

= 9.07x1022 m/s2

does this look correct?
Right if you used the right v and r and the math is right.
BTW you should also indicate direction since accel. is a vector.
 
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thank you rude man! youre not as rude as your name suggests ;-)
 
nmsurobert said:
thank you rude man! youre not as rude as your name suggests ;-)
Yer' welcome! That moniker was given to me at work, my 1st name being rudy. I fear there was some rationale behind it ... :-)
 
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