Search Results - "Burrows, B L"

Localization effects in a double-well model.

Authors: Burrows, B. L. Cohen, M. Feldmann, Tova

Source: Canadian Journal of Physics; February 1998, Vol. 76 Issue 2, p129-141, 13p

The theory of currents through small bridge molecules.

Authors: Burrows, B. L. Amos, A. T.

Source: International Journal of Quantum Chemistry. 2007, Vol. 107 Issue 10, p1954-1969. 16p. 2 Diagrams, 4 Graphs.

Exact solutions for spherically confined hydrogen-like atoms.

Authors: Burrows, B. L. Cohen, M.

Source: International Journal of Quantum Chemistry. 2006, Vol. 106 Issue 2, p478-484. 7p. 4 Charts.

Single state variational calculations with applications to large and small magnetic fields.

Authors: Burrows, B L Cohen, M

Source: Journal of Physics B: Atomic, Molecular & Optical Physics. 7/14/2020, Vol. 53 Issue 13, p1-6. 6p.

Subjects: Magnetic fields, Wave functions, Electronic systems, Energy function, Bound states

A Lie algebraic study of some Schrödinger equations.

Authors: Burrows, B. L. Cohen, M. Feldmann, Tova

Source: Journal of Mathematical Physics. Nov94, Vol. 35 Issue 11, p5572. 10p.

Lower bounds for quartic anharmonic and double-well potentials.

Authors: Burrows, B. L. Cohen, M. Feldmann, Tova

Source: Journal of Mathematical Physics. Jan1993, Vol. 34 Issue 1, p1. 11p.

Exact solutions for shell-confined hydrogen-like atoms: polarisabilities and Shannon entropies.

Authors: Burrows, B. L. Cohen, M.

Source: Molecular Physics. 1/20/2008, Vol. 106 Issue 2-4, p267-273. 7p. 4 Charts, 3 Graphs.

Subjects: Atoms, Polarizability (Electricity), Entropy, Schrödinger equation, Physics

Coupled N-dimensional harmonic oscillator systems.

Authors: Burrows, B. L. Cohen, M.

Source: Molecular Physics. 08/20/2000, Vol. 98 Issue 16, p1083-1088. 6p.

Subjects: Schrödinger equation, Harmonic oscillators, Mathematical decoupling

Coupled harmonic oscillator systems: Improved algebraic decoupling approach.

Authors: Burrows, B. L. Cohen, M. Feldmann, Tova

Source: International Journal of Quantum Chemistry. 2003, Vol. 92 Issue 4, p345-354. 10p.

Quasi exact solutions for an asymmetric double well potential.

Authors: Burrows, B. L. Cohen, M. Feldmann, Tova

Source: Molecular Physics. 6/20/96, Vol. 88 Issue 3, p611-620. 10p.

Subjects: Quantum wells, Potential theory (Physics)

Time-dependent currents through small molecules using wide-band and narrow-band approximations.

Authors: Burrows, B. L. Amos, A. T.

Source: Journal of Chemical Physics. 10/22/2003, Vol. 119 Issue 16, p8335. 12p. 5 Graphs.

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Confined one- and two-center systems.

Authors: Burrows, B. L. Cohen, M.

Source: Physical Review A: Atomic, Molecular & Optical Physics. Nov2013, Vol. 88 Issue 5-A, p1-6. 6p.

Asymptotic exchange energies for H2.

Authors: Burrows, B. L. Dalgarno, A. Cohen, M.

Source: Physical Review A: Atomic, Molecular & Optical Physics. Nov2012, Vol. 86 Issue 5-A, p052525-1-052525-8. 8p.

Wide-band and narrow-band approximations for donor–bridge–acceptor systems.

Authors: Amos, A. T. Burrows, B. L. Davison, S. G.

Source: Journal of Chemical Physics. 8/8/1996, Vol. 105 Issue 6, p2364. 9p.

Response to 'Comment on Exact solutions for shell-confined hydrogen-like atoms: polarisabilities and Shannon entropies'.

Authors: Burrows, B. L. Cohen, M.

Source: Molecular Physics. 10/20/2009, Vol. 107 Issue 21, p2323-2324. 2p. 1 Chart.

Subjects: Editorials, Entropy, Thermodynamics, Hydrogen, Atoms

Design of algebraic-geometric codes over fading channels.

Authors: Johnston, M. Carrasco, R. A. Burrows, B. L.

Source: Electronics Letters (Institution of Engineering & Technology); 10/14/2004, Vol. 40 Issue 21, p1355-1356, 2p

Linear Structures.

Authors: Burrows, B. L.¹

Source: Journal of the Royal Statistical Society: Series A (Statistics in Society). Jan1989, Vol. 152 Issue 1, p123-124. 2p.

Criteria to determine appropriate levels of investment for rehabilitation

Authors: Burrows, B. L. Lackington, D. W.

Source: Water Supply (0735-1917). 1994, Vol. 12 Issue 3/4, p21. 0p.

Coupled harmonic oscillator systems: An elementary algebraic decoupling approach.

Authors: Feldmann, Tova Cohen, M. Burrows, B. L. et al.

Source: Journal of Mathematical Physics. Sep2000, Vol. 41 Issue 9.