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Undergrad Solving Quantum Mechanics Integral Equation: How to Get from (1) to (2)?
Thanks for the reply and I'm sorry for the messy question. Is there a reason why we can assume that wave function go to 0 faster than 1/x ? or do we just assume for convenience?- physics bob
- Post #3
- Forum: Quantum Physics
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Undergrad Solving Quantum Mechanics Integral Equation: How to Get from (1) to (2)?
The book on quantum mechanics that I was reading says: d<x>/dt = d/dt ∫∞-∞ |ψ(x,t)|2 dx =iħ/2m ∫∞-∞ x∂/∂x [ψ∂ψ*/∂x+ψ*∂ψ/∂x]dx (1) =-∫∞-∞ [ψ∂ψ*/∂x+ψ*∂ψ/∂x]dx (2) I want to know how to get from (1) to (2) The book says you use integration by part: ∫abfdg/dx dx = [fg]ab - ∫abdf/df dg dx I chose f...- physics bob
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- Integral Integral equation Integration by parts Wave function
- Replies: 4
- Forum: Quantum Physics