Recent content by mudyos

  1. M

    Get Expert Help with [x,l^2] Differential Solution | File Attached

    Hi I can not Continues Solution because of the differentiate . please I want Some the helping and Exposition . see a file attach
  2. M

    In QM operators, why [YPz,YPx]=0, [ZPy,ZPy]=0 [X,Py]=0 [Y,Pz]=0, etc

    why [Y,Px] = 0 [Y,Px] = YPx-PxY PxY= P_x Y f(x) = i \hbar \partial /\partial x Y f(x) P_x Y f(x) = i \hbar Y \partial f/\partial x + i \hbar \partial Y/\partial x f(x) YPx= Y P_x f(x) = i \hbar Y \partial f/\partial x [Y,Px] = YPx-PxY = i \hbar Y \partial...
  3. M

    In QM operators, why [YPz,YPx]=0, [ZPy,ZPy]=0 [X,Py]=0 [Y,Pz]=0, etc

    [Y,Px] = YPx-PxY PxY= P_x Y f(x) = i \hbar \partial /\partial x Y f(x) P_x Y f(x) = i \hbar Y \partial f/\partial x + i \hbar \partial Y/\partial x f(x) YPx= Y P_x f(x) = i \hbar Y \partial f/\partial x [Y,Px] = YPx-PxY = i \hbar Y \partial f/\partial x - i...
  4. M

    In QM operators, why [YPz,YPx]=0, [ZPy,ZPy]=0 [X,Py]=0 [Y,Pz]=0, etc

    in the quantum mechanical operators : why : [YPz,YPx]=0 [ZPy,ZPy]=0 [X,Py]=0 [Y,Pz]=0 [Z,Py]=0
  5. M

    Given a Hamiltonian, find eigenvalues and eigenvector

    Problem : in the Attach file
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