Solving Hard Quantum Q Homework - Get Tips & Solutions

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SUMMARY

The discussion centers on solving a quantum mechanics homework problem related to phase differences in wave interference. The user has successfully addressed most of the question but seeks assistance specifically with determining the phase difference at the detector. The relevant equations provided include the phase expressions for two waves: (kx - kvt) and (k'x - k'v't). The focus is on applying these equations to find the phase difference effectively.

PREREQUISITES
  • Understanding of wave mechanics and interference patterns
  • Familiarity with quantum mechanics concepts
  • Knowledge of phase calculations in wave functions
  • Ability to manipulate mathematical expressions involving k and v
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  • Research methods for calculating phase differences in wave interference
  • Study the principles of wave superposition in quantum mechanics
  • Explore examples of similar quantum homework problems for practice
  • Learn about the role of wave vectors (k) and velocities (v) in wave equations
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Students studying quantum mechanics, particularly those tackling wave interference problems, and educators looking for effective teaching strategies in advanced physics topics.

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Homework Statement



see attached :)

Homework Equations





The Attempt at a Solution


Not sure how to start..! Any hints? Thanks!
 

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anyone..?
 
Ok I've done all of this question now apart from the bit where it asks us to determine the phase difference of the beams at the detector. How do i do this bit?

I know that the phase of the first wave is (kx - kvt) and the phase of the second is (k'x - k'v't)
 

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