Samveel Ansari posted an Question
September 17, 2020 • 15:02 pm 30 points
  • IIT JAM
  • Physics (PH)

The hamiltonian for a certain two-level system is h = e(11) (11-12) (2| + |1) (2| + ((2) (1|). where |1), 12) is an orthonormal basis and e is a number with the

The Hamiltonian for a certain two-level system is H = E(11) (11-12) (2| + |1) (2| + ((2) (1|). where |1), 12) is an orthonormal basis and E is a number with the dimensions of energy. Find its eigen values and (normalised) eigen vectors ( as linear combinations of |1) and|2). What is the matrix H representing H with respect to this basis?

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  • Samveel ansari

    what is this line wanted to say, WHAT IS THE MATRIX H REPRESENTING H^ with respect to this basis???

  • Mahak best-answer

    see attached

    cropped5078556202786814312.jpg
    cropped3946153911576336220.jpg
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    Mam, but we have to calculate normalised Eigen vectors in terms of linear combinations of |1] and |2]??

    eduncle-logo-app

    yes you can calculate

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