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For the following potential V(x) = --sech? x m 4o(x) = sech(x) 1) Prove that is a solution of bound conditions. How much energy is it? 2) Find the value of K so that u1(x) = Cem*(K + tanhx) is a wave function blocked particles V(x). How much energy is it?

For the following potential V(x) = --sech? x m 4o(x) = sech(x) 1) Prove that is a solution of bound conditions. How much energy is it? 2) Find the value of K so that u1(x) = Cem*(K + tanhx) is a wave function blocked particles V(x). How much energy is it?

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For the following potential V (x) -sech2 x m uo(x) =sech(x) 1) Prove that is a solution of bound conditions. How much energy is it? 2) Find the value of K so that u1(x) = Cem*(K + tanhx) is a wave function blocked particles V(x). How much energy is it?
Transcribed Image Text:For the following potential V (x) -sech2 x m uo(x) =sech(x) 1) Prove that is a solution of bound conditions. How much energy is it? 2) Find the value of K so that u1(x) = Cem*(K + tanhx) is a wave function blocked particles V(x). How much energy is it?
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