_dp„dp (27)? - exp (-it [b² – 2p*p¯] +[-ip &* (1 – e2nQL,") – ip*8¯ (1 – e-nQt.m) + 27Qt,ns]) . (1) I = Take I = e-itH(E€). Now ignore the terms e-itb Finally using the substitution and 27QL,ns in equation 1 . A = e2xt.Qn B = e-2#t,Qn show that | _dp„dp. exp(-2ip*p t – ip *A – iBp*§¯) (27)²
_dp„dp (27)? - exp (-it [b² – 2p*p¯] +[-ip &* (1 – e2nQL,") – ip*8¯ (1 – e-nQt.m) + 27Qt,ns]) . (1) I = Take I = e-itH(E€). Now ignore the terms e-itb Finally using the substitution and 27QL,ns in equation 1 . A = e2xt.Qn B = e-2#t,Qn show that | _dp„dp. exp(-2ip*p t – ip *A – iBp*§¯) (27)²
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
![_dp„dp
(27)?
- exp (-it [b² – 2p*p¯] +[-ip &* (1 – e2nQL,") – ip*8¯ (1 – e-nQt.m) + 27Qt,ns]) .
(1)
I =
Take I = e-itH(E€). Now ignore the terms e-itb
Finally using the substitution
and 27QL,ns in equation 1 .
A = e2xt.Qn
B = e-2#t,Qn
show that
|
_dp„dp.
exp(-2ip*p t – ip *A – iBp*§¯)
(27)²](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F3224a79a-356b-40ec-8d76-79050f17e155%2Fdb70f7e6-d14b-45c0-8f40-629fc9ffbead%2F9z41c5ii.png&w=3840&q=75)
Transcribed Image Text:_dp„dp
(27)?
- exp (-it [b² – 2p*p¯] +[-ip &* (1 – e2nQL,") – ip*8¯ (1 – e-nQt.m) + 27Qt,ns]) .
(1)
I =
Take I = e-itH(E€). Now ignore the terms e-itb
Finally using the substitution
and 27QL,ns in equation 1 .
A = e2xt.Qn
B = e-2#t,Qn
show that
|
_dp„dp.
exp(-2ip*p t – ip *A – iBp*§¯)
(27)²
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