Find the eigenvectors of Ĥ and express them in the base {1+7, 1->}, be if the system is in the state. 14>=(1+> +6₂1->₁ find the time evolution of the system being its conditions. initial for 630₁ 14/0) >=1+>, ((^(0) -1, 6₂ (0) =0) H 127 = 2 5 21 It
Find the eigenvectors of Ĥ and express them in the base {1+7, 1->}, be if the system is in the state. 14>=(1+> +6₂1->₁ find the time evolution of the system being its conditions. initial for 630₁ 14/0) >=1+>, ((^(0) -1, 6₂ (0) =0) H 127 = 2 5 21 It
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Quamtum mechanics
Eigenvectors
Transcribed Image Text:Find the eigenvectors of Ĥ and express them in
the base {1+7,1 => }
be if the system is in the state, 147 = (₁ 1+ > +(₂1-7₁
find the time evolution of the system being it's conditions
initial for 6=0, 14/0) >=1+> [(1/0) - 1₁ 6₂ (0) = 0)
H 127 = 2 ħ 2127
It
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