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Calculating SPIN MATRICES for an electron: S^2, Sx, Sy -Tutorial series on Spin [Part 6]
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This video is a continuation of the previous video where I give a very detailed calculation for the matrix elements of the z-component of spin operator (S_z) for an electron.
In this video, I continue to calculate the matrix elements for S^2 (S), S_x and S_y matrices for an electron. The matrix element calculation for S_x and S_y turn out to be slightly more complicated, and I adopt some general formulae for these from the orbital angular momentum analysis (by giving appropriate justification). In all these cases, I have calculated sufficient matrix elements to give you a hold on the procedure.
In the end, I define the three Pauli matrices (\sigma_x,_y,_z), which dictates their connection to the electron spin matrices. I also give a few comments on their underlying importance and widespread use.
Pre-requisites: Basic knowledge of Quantum Physics and the previous lectures of this series.
Timestamps:
00:00 Introduction
Who am I?
I'm Priyanshi Bhasin, a PhD candidate at the Indian Institute of Science (IISc).
Follow me on:
#QuantumPhysics #Spin #SpinMatrices #Sx #Sy #S^2
In this video, I continue to calculate the matrix elements for S^2 (S), S_x and S_y matrices for an electron. The matrix element calculation for S_x and S_y turn out to be slightly more complicated, and I adopt some general formulae for these from the orbital angular momentum analysis (by giving appropriate justification). In all these cases, I have calculated sufficient matrix elements to give you a hold on the procedure.
In the end, I define the three Pauli matrices (\sigma_x,_y,_z), which dictates their connection to the electron spin matrices. I also give a few comments on their underlying importance and widespread use.
Pre-requisites: Basic knowledge of Quantum Physics and the previous lectures of this series.
Timestamps:
00:00 Introduction
Who am I?
I'm Priyanshi Bhasin, a PhD candidate at the Indian Institute of Science (IISc).
Follow me on:
#QuantumPhysics #Spin #SpinMatrices #Sx #Sy #S^2
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