activity
20032008
most citedNon-dispersive wavepacket solutions of the Schrodinger equation

2 citations · 5 across the 7 of their papers we have counts for

collaborators

7 papers

quant-ph2008★ 2 cited

Non-dispersive wavepacket solutions of the Schrodinger equation

Shaun N. Mosley

The free Schrodinger equation has constant velocity wavepacket solutions ψ_{\bf v} of the form ψ= f({\bf r} - {\bf v}t) e^{- i m c^2 t / 2}. These solutions are eigenvectors of a m…

quant-ph2007★ 1 cited

Wavepacket Solutions of the Klein-Gordon Equation

Shaun N. Mosley

We find dispersion-free wavepacket solutions to the Klein-Gordon equation, with the only free parameter being the wavepacket velocity . These wavefunctions are eigenvect…

physics.class-ph2005

Two particle realisation of the Poincare group with interaction

Shaun N Mosley

A relative position 4-vector is constructed for two spin-zero particles. Some advantages of this relative position over Bakamjian-Thomas are pointed out. The centre-of-mass (CM) an…

quant-ph2004

Poincare group operators with 4-vector position

Shaun N Mosley

We present a new set of massless Poincaré group operators Hermitian with respect to the inner product space, which have quasi-plane wave energy-momentum eigenfunctions ha…

quant-ph2003

Energy-momentum operators with eigenfunctions localized along a line

Shaun N. Mosley

The momentum operator $ {\bf p} = - i {\bx \nabla} $ has radial component We show that is t…

math-ph2003★ 1 cited

The positive radial momentum operator

Shaun N. Mosley

The Laplacian in spherical coordinates contains the squared radial momentum operator which is Hermitian and positive. However as has been pointe…