1
answer
0
watching
289
views
19 Nov 2019
Physical chemistry
The Hamiltonian for a particular one-dimensional system is given by H = -h^2/2m partial differential^2/partial differentialx^2 + V where V is a constant. The wave function for this system is given by: psi_n = e^-inx where n = 1, 2, 3, ... Without normalizing the wave function, determine the expectation values for H and p_x for the n = 3 stationary state. What is the relationship between the two expectation values in part C? You should express your answer in the form of an equation.
Physical chemistry
The Hamiltonian for a particular one-dimensional system is given by H = -h^2/2m partial differential^2/partial differentialx^2 + V where V is a constant. The wave function for this system is given by: psi_n = e^-inx where n = 1, 2, 3, ... Without normalizing the wave function, determine the expectation values for H and p_x for the n = 3 stationary state. What is the relationship between the two expectation values in part C? You should express your answer in the form of an equation.
1
answer
0
watching
289
views
For unlimited access to Homework Help, a Homework+ subscription is required.
Bunny GreenfelderLv2
3 Sep 2019
Related textbook solutions
Basic Chemistry
5 Edition,
Timberlake
ISBN: 9780134138046
Principles of Chemistry Molecular Approach
4th Edition,
Tro
ISBN: 9780134112831
Chemistry: Structure and Properties
2nd Edition,
Tro
ISBN: 9780134293936
Principles of Chemistry Molecular Approach
3rd Edition, 2014
Tro
ISBN: 9780321971944
Chemistry: A Molecular Approach
3rd Edition,
Tro
ISBN: 9780321809247
Chemistry: A Molecular Approach
5th Edition,
Tro
ISBN: 9780134874371
Principles of Chemistry: A Molecular Approach
4th Edition,
Tro
ISBN: 9780134895741
Chemistry: The Central Science
14th Edition, 2017
Brown
ISBN: 9780134414232