A particle moving in one dimension is in a stationary state whose wave function is given as (x)=0 x<-a =A(1+cos(pi x)/(alpha)) -a<=x<a =0 x>a Where A a are real constants. (a) Is this a physically acepetable wave function? Explain (b)Find the magnitude of A so that wave function is normalized 5 pointsA particle moving in one dimension is in a stationary state whose wave function isgiven asy(x)=0,x<-a=A(1+cos ),-asxsaa=0, x>aWhere A, a are real constants.(a)ls this a physically acceptable wave function? Explain(b)Find the magnitude of A so that wave function is normalized

Here we have ψ(x)=C [ 1+cos (πx2)] , -2≤xIf ψ(x) represent the wave then it satisfies d2ψxdx2…

Answered: A particle moving in one dimension is…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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A particle moving in one dimension is in a stationary state whose wave function is given as (x)=0 x<-a =A(1+cos(pi x)/(alpha)) -a<=x<a =0 x>a Where A a are real constants. (a) Is this a physically acepetable wave function? Explain (b)Find the magnitude of A so that wave function is normalized

5 points
A particle moving in one dimension is in a stationary state whose wave function is
given as
y(x)=0,x<-a
=A(1+cos ),-asxsa
a
=0, x>a
Where A, a are real constants.
(a)ls this a physically acceptable wave function? Explain
(b)Find the magnitude of A so that wave function is normalized

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