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Wytse van DijkAdjunct Professor Department of Physics and Astronomy Office: ABB-148 Phone: (905) 525-9140 x27457 |
Wytse van Dijk completed his undergraduate and graduate studies at
McMaster University, receiving in 1968 the Ph.D in nuclear theory. He
spent two years as a postdoctoral fellow at the Theoretical Physics
Department of the University of Oxford, England. After a one-year
faculty appointment at Mount Allison University, New Brunswick, he
joined the faculty of Dordt College, Sioux Center, Iowa. During the
1977-78 academic year he was on leave at the Theoretical Physics
Institute of the University of Alberta, Edmonton, Alberta. In 1982 he
was appointed Professor of Mathematics and Physics at Redeemer
University College, Ancaster, Ontario and Adjunct Professor in the
Department of Physics and Astronomy at McMaster University. Although
emeritus at Redeemer since 2007, he continues as Adjunct Professor at
McMaster.
Dr. van Dijk's earlier research focused on the nuclear force problem
and its application to low-energy nuclear systems. This research was
motivated by the desire to understand the effect of quark or
elementary-particle degrees of freedom in nuclear structure or
scattering. The most recent work has dealt with sensitivity of the
mixing parameter associated with the 3S1 -
3D1 coupling in the nuclear force to the
one-pion exchange.
Recently van Dijk has become interested in decaying quantum
systems which simulate the nuclear alpha decay. In particular the
theoretical determination of the ionization and bremsstrahlung
probabilities due to an alpha particle being emitted from its nucleus
is found to shed light on fundamental issues in quantum mechanics as well
as mechanisms responsible for nuclear structure.
The Bohm trajectory method is also being studied in connection
with decaying and scattering systems.
Dr. van Dijk is also interested in theoretical and numerical
analyses of quantum mechanical scattering phenomena such as time delay
and advance in (un)coupled one-dimensional systems. Aspects of this
study have been applied to semiconductor superlattices and quantum computing.
This is part of a
program of studying time-dependent quantum mechanical systems.