Exploring Bohr's Model: Understanding Electron Emission in Hydrogen Atoms

  • Thread starter Thread starter shanktank
  • Start date Start date
  • Tags Tags
    Model
AI Thread Summary
The discussion focuses on determining the initial energy level (n_i) from which an electron falls to emit a photon of a specific wavelength in a hydrogen atom, ultimately reaching the ground state (n_f). The correct final level is identified as n_f = 1, representing the ground state. Participants clarify that n_i is the unknown and must be calculated using the wavelength provided. Misunderstandings regarding the definitions of n_i and n_f are addressed, emphasizing that n_f is an integer representing energy levels. The conversation concludes with a participant expressing gratitude for the clarification.
shanktank
Messages
22
Reaction score
0
hi all,
quick question with regards to bohr's model

From what energy level did an electron fall if it emits a photon of 9.38 x 10^-8 wavelength when it reaches fround state within a hydrogen atom?


this is a textbook question so i know the answer is n = 6


attached is a copy of my work, please let me know where I'm going wrong.
 

Attachments

  • physics teacher.jpg
    physics teacher.jpg
    20.9 KB · Views: 563
Physics news on Phys.org
You are mixing up n_i and n_f. n_f is the final level, which in this case is the ground state (what does n_f equal?). n_i, the initial level, is what you are trying to find.
 
oh ok umm is there anywhere that i should know what n_f does equal. does the hydrogen part give a clue or ?
 
Ground state is the clue! What's the number of the lowest energy level in the Bohr model?
 
shanktank said:
From what energy level did an electron fall if it emits a photon of 9.38 x 10^-8 wavelength when it reaches fround state within a hydrogen atom?
I assume that should have said "when it reaches the ground state". Right?
 
ok here's where I'm not as of now. did i make an error in one or more of the steps?
 

Attachments

  • physics 30 teacher.jpg
    physics 30 teacher.jpg
    27.4 KB · Views: 483
Yes, you made an error. n_f is an integer, not an energy. What's the orbital number of the lowest energy orbit? (Open the book! :wink:)
 
its not 1?
 
In atoms with a single electron (essentially the hydrogen atom), the energy of an orbital (and, consequently, of any electrons in the orbital) is determined exclusively by n. The n = 1 orbital has the lowest possible energy in the atom.
from wikipedia
 
  • #10
shanktank said:
its not 1?
Of course it is.

I hope you have a textbook to use and not just Wiki.
 
  • #11
well replacing that into the equation i have i still get a way off answer?
 
  • #12
oh nevermind! awesome thankyou so much for the help Doc
 
Back
Top