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Theoretical physicists working at a blackboard collaboration pod in the Beecroft building.
Credit: Jack Hobhouse

Dr Candadi V Sukumar

Emeritus Fellow, Wadham College, Oxford

Sub department

  • Rudolf Peierls Centre for Theoretical Physics
candadi.sukumar@physics.ox.ac.uk
Telephone: 01865 (2)77574
  • About
  • Publications

Supersymmetry, factorisation of the schrodinger equation and a hamiltonian hierarchy

Journal of Physics A: Mathematical and General 18:2 (1985) L57-L61

Abstract:

We present a systematic procedure for constructing a hierarchy of non-relativistic Hamiltonians with the property that the adjacent members of the hierarchy are ‘supersymmetric partners’ i.e. they share the same eigenvalue spectrum except for the ‘missing’ ground state and the eigenvectors are simply related. © 1985 The Institute of Physics.
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Path integral method for inelastic scattering-a modified Pechukas approach

Journal of Physics G: Nuclear Physics 10:1 (1984) 81-89

Abstract:

A new derivation of correction terms to the primitive semiclassical amplitude for multiple inelastic scattering is presented. It is shown that a modification of the path integral method used by Pechukas yields correction terms in agreement with the results obtained in a recent paper by Sukumar and Brink.
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Solution of the Heisenberg equations for an atom interacting with radiation

Journal of Physics A: General Physics 17:4 (1984) 877-883

Authors:

B Buck, CV Sukumar

Abstract:

It is shown that the nonlinear equation of motion for the energy operator of a few-level atom interacting with a single mode radiation field can be solved explicitly.
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Some soluble models for periodic decay and revival

Journal of Physics A: General Physics 17:4 (1984) 885-894

Authors:

CV Sukumar, B Buck

Abstract:

The authors present three analytically tractable models for a two-level atom interacting with a coherent or thermal radiation field and study the behaviour of the atomic excitation energy for various initial conditions.
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Quantization through wave-packet coupling between the classically allowed and forbidden regions

Physics Letters B 134:6 (1984) 383-386

Authors:

P Amiot, BG Giraud, CV Sukumar

Abstract:

The projectors P ̂ and Q ̂ are associated to the classically forbidden and allowed regions, respectively. A finite rank algorithm provides the propagator (E - Q ̂ H ̂ Q ̂)-1. A generalized connection between a Bohr-Sommerfeld-like rule and the Bloch-Horowitz theory is found. © 1984.
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