A large number of results concerning the sums of certain
infinite series involving Legendre functions (including
conical functions) are derived. The generating
principle chosen here is based upon the application of
I ...
The electromagnetic field produced by a line current oriented
parallel to the edges of two perfectly conducting parallel half
planes is considered. Maxwell's equations reduce to a single wave
equation involving only o ...
The generalized Hankel transforms are studied in the
first part of this thesis; these include the Watson transforms
as a special case. For the validity of the reciprocal
relations, a necessary and sufficient condition ...
Application of a Mellin transform to a series which
represents a generalization of the Lerch zeta function
yields a transformation series. One obtains the asymptotic
behavior of the series, together with some associat ...
The electromagnetic field in a cone of arbitrary slant
height with a symmetrically placed time harmonic ring source is
studied. Through the use of the modified Helmholtz equation as
an intermediate, we obtain the solu ...
A general theory of micromorphic materials was developed by
Eringen for the prediction of continuum behavior of materials with
inner structure, such as, granular solids, composite materials,
anisotropic and polymeric ...