2 ô Consider operator Ô 1 and function R(r)= e br. What must be the r ôr value of constant b for this function to be an eigenfunction of the operator? In other words, find such value of the parameter b that beb = E e-br E is the eigenvalue. Also, find the eigenvalue E.
2 ô Consider operator Ô 1 and function R(r)= e br. What must be the r ôr value of constant b for this function to be an eigenfunction of the operator? In other words, find such value of the parameter b that beb = E e-br E is the eigenvalue. Also, find the eigenvalue E.
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Transcribed Image Text:2 ô
Consider operator O
1
and function R(1r)= e-b". What must be the
value of constant b for this function to be an eigenfunction of the operator? In other
words, find such value of the parameter b that
Oe br = E e-br
E is the eigenvalue. Also, find the eigenvalue E.
where
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