Publications

We have extended the matrix representation of the dynamical theory of X-Ray diffraction to include Bragg planes that are oblique with respect to the surface of a crystal wafer and that are not nece

Dee et al. have advanced the idea that the natural velocity of fronts propagating into an unstable state is related to the stability of these fronts through "marginal stability".

A new computer code that calculates reflectivities from BRAGG planes that are not parallel to the crystal surface has been applied to multilayer structures.

A catalog of theoretical double crystal rocking curves is presented for a range of layer thicknesses and mismatches encompassing ODL-200 specifications.

Computer simulations of the intrinsic (400) reflecting power of In(1-x)Ga(x)As layers having graded compositions are presented.

In this letter, we present a dynamic distributed antenna system based on a reconfigurable optical access network.

This paper deals with the analysis of the rotational motion of a satellite consisting of two rigid bodies connected by a hinge mechanism of universal joint type.

We study a nonautonomous ODE with piecewise-constant coefficients and its associated two-dimensional Poincare mapping.

This paper is an attempt to formulate a comprehensive theory with which the forces and motions of a submarine cable can be determined in typical laying and recovery situations.

Dynamical processes at metal surfaces are strongly influenced by electronic transitions, even at thermal energies. Excitation of electron-hole pairs provides a mechanism for energy transfers.