A 10 kg satellite circlė ėa éárth ônce energY 2h in an orbit having a radius of 8000 km. Assuming that Bohr's angular momentum postulate applies to satellites just as it does to an electron in hydrogen atom, find the quantum number of the orbit of the satellite.

A 10 kg satellite circlė ėa éárth ônce energY 2h in an orbit having a radius of 8000 km. Assuming that Bohr's angular momentum postulate applies to satellites just as it does to an electron in hydrogen atom, find the quantum number of the orbit of the satellite.

University Physics Volume 3

17th Edition

ISBN:9781938168185

Author:William Moebs, Jeff Sanny

Publisher:William Moebs, Jeff Sanny

Chapter6: Photons And Matter Waves

Section: Chapter Questions

Problem 161AP: Consider a hydrogen-like ion where an electron is orbiting a nucleus that has charge q=+Ze. Derive...

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Concept explainers

The Bohr model

Students often get confused between Rutherford’s model and Bohr model of an atom. They interpret the postulates of both these models to be the same, which is incorrect. Rutherford’s model differs from Bohr’s model in the following ways:

Question

A 10 kg satellite circles earth once energy
2h in an orbit having a radius of 8000 km.
Assuming that Bohr's angular momentum
postulate applies to satellites just as it
does to an electron in hydrogen atom,
find the quantum number of the orbit of
the satellite.

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DETAILS PREVIOUS ANSWERS SERPSE10 39.8.OP.024.MI. MY NOTES PRACTICE ANOTHER (a) An electron and a 0.0320 kg bullet each have a velocity of magnitude 480 m/s, accurate to within 0.0100%. Within what lower limit could we determine the position of each object along the direction of the velocity? (Give the lower limit for the electron in mm and that for the bulet in m.) 1205 343e 12 for the eiectron V mm for the bullet (b) What I7 Within what lower limit could we determine the position of each tbject along the direction of the velocity it the electron and the bulet were both relativistic, traveling at 0.300e measured with the same accuracy? (Give the lower limit for the electron in nm and that for the bullet in m.) for the electron Again, you will need to use the uncertainty principle, but note now the velooty is high compared to the speed of fight. So, you will need to use the relativistic definition of momentum. To find the uncertainty in velocity, treat the momentum and velocity…