Suppose that a charge-transfer transition can be modelled in a one-dimensional system as a process in which an electron described by a Gaussian wavefunction centred on x = 0 and width a makes a transition to another Gaussian wavefunction of width a/2 and centred on x = 0. Evaluate the transition moment ∫Ψf xΨi dx . Hint: Don’t forget to normalize each wavefunction to 1.
Suppose that a charge-transfer transition can be modelled in a one-dimensional system as a process in which an electron described by a Gaussian wavefunction centred on x = 0 and width a makes a transition to another Gaussian wavefunction of width a/2 and centred on x = 0. Evaluate the transition moment ∫Ψf xΨi dx . Hint: Don’t forget to normalize each wavefunction to 1.
Related questions
Question
Suppose that a charge-transfer transition can be modelled in a one-dimensional system as a process in which an electron described by a Gaussian wavefunction centred on x = 0 and width a makes a transition to another Gaussian wavefunction of width a/2 and centred on x = 0. Evaluate the transition moment ∫Ψf xΨi dx . Hint: Don’t forget to normalize each wavefunction to 1.
Expert Solution
This question has been solved!
Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.
This is a popular solution!
Trending now
This is a popular solution!
Step by step
Solved in 2 steps
