Chemistry, asked by dxjetrate1, 1 year ago

If an Electron of Total energy 5.1eV approaches a barrier of height U(b) = 6.8eV as mentioned in figure , and thickness L = 750pm

A.) What is approximate probability that the electron will be transmitted through the barrier , to be detectable on the other interface potential

B.) What is the approximate probability that a proton with Total Energy 5.1eV will be transmitted through the barrier , to be detectable on the other interface potential of the barrier

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Answered by Anonymous
30
1st question ) From concluding quantum equation of Barrier tunneling " b " factor , we arrived at this point , which sums up to , the consequences that , only 1 electron can tunnel the potential barrier out of 1 million being projected with the same energy , which will be detectable on the other side of potential interface subsequently , during or after transmission , no values or magnitudes will be alternated , and every data will remain the same
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ςζδστινφψυωεθοπ: perfect
LEVEL100: perfect
ⁱⁱⁱⁱⁱΑΓΡΠΛΤΣΙΘΝⁿⁿⁿⁿⁿ: perfect
Anonymous: Either unblock n say straight whatever you wanna say or admit , that you know, that it's fault of none , you're giving up on me for no reason or better say maybe I got boring for you
Anonymous: See ya soon
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