Problem 4.1 A particle moving in one dimension is in a stationary state whose wave function D-> x w (x) ={ A(1 + cos ) -a sx sa x > a where A and a are real constants. --11.. (c) Evaluate Ax and Ap. Verify that Ax Ap 2 n/2. (d) Find the classically allowed region.
Problem 4.1 A particle moving in one dimension is in a stationary state whose wave function D-> x w (x) ={ A(1 + cos ) -a sx sa x > a where A and a are real constants. --11.. (c) Evaluate Ax and Ap. Verify that Ax Ap 2 n/2. (d) Find the classically allowed region.
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![Problem 4.1
A particle moving in one dimension is in a stationary state whose wave function
x < -a
w (x) =
A(1 + cos ) -a sx sa
x > a
where A and a are real constants.
-- 11..
(c) Evaluate Ax and Ap. Verify that Ax Ap 2 h/2.
(d) Find the classically allowed region.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9ee7873e-bbf2-4f62-8506-377f34974c0f%2Fcfa472f3-19ae-48c2-a803-09e85132a0d8%2F6sq69i_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Problem 4.1
A particle moving in one dimension is in a stationary state whose wave function
x < -a
w (x) =
A(1 + cos ) -a sx sa
x > a
where A and a are real constants.
-- 11..
(c) Evaluate Ax and Ap. Verify that Ax Ap 2 h/2.
(d) Find the classically allowed region.
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