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Professor Sam
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Summary of contribution activity by day
Longest streak: 59 days
23 thank you notes
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Someone from San Francisco, United States tnx for clarifying why z=1 for this answer
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Someone from United States Keep doing what you are doing Professor Sam that explanation was great! for this answer
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Someone from San Francisco, United States the solution was perfect as it had accurate steps needed for getting full marks to that question .
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Professor Sam
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197 Answers
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75 Asked
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@samriddha Professor Sam commented @Truong-Son N. Do u have any idea how the transmission coefficient would be if the there was a gaussian wavepacket on How to plot the transmission coefficient as a function of #E//V_0#?
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@samriddha Professor Sam asked the question A very complicated graph problem.Please help me out? .
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@samriddha Professor Sam commented nobodyis willing to answer can anybody help on Please help me with these QM questions?
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@samriddha Professor Sam commented the argument of sin^2 is #npi# but n can be any integer so how to make more plots on Please help me with these QM questions?
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@samriddha Professor Sam commented how to guess the correct starting points in graphs? on Please help me with these QM questions?
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@samriddha Professor Sam commented i surely need your help @Ananda Dasgupta if its too time consuming you can answer it after a day on Please help me with these QM questions?
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@samriddha Professor Sam commented Can anyone help me please on Please help me with these QM questions?
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@samriddha Professor Sam commented @Ananda Dasgupta can you please help?thnx :) on Please help me with these QM questions?
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@samriddha Professor Sam commented While defining the substitution it is
#hatx"'" = hatxsqrt(muomega)##" "" "" "##hatp"'" = hatp/sqrt(muomega)#
how can
#hatH = 1/(2mu) (hatp"'"^2 cdot muomega + mu^2omega^2 (hatx"'"^2)/(muomega))#
Correct me if im wrong:) on Let #phi_n# be the properly-normalized nth energy eigenfunction of the harmonic oscillator, and let #psi = hatahata^(†)phi_n#. What is #psi# equal to ? -
@samriddha Professor Sam commented @Truong-Son N. Can u answer my other questions on Let #phi_n# be the properly-normalized nth energy eigenfunction of the harmonic oscillator, and let #psi = hatahata^(†)phi_n#. What is #psi# equal to ?
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