The physical pendulum treated with a Hamiltonian formulation is a natural topic for study in a course in advanced classical mechanics. For the past three years, we have been ...

We present an analytical approach, based on computer algebra using Mathematica, to solve for the time-dependent responses of the earth's surface to the melting of the last ...

Application of symbolic algebra software (Mathematica) is presented to analyze a two-dimensional elasticity problem. Elastic fields for a two-dimensional body subject to ...

As gamma radiation flux falls on a conductive shell electromagnetic field is induced in the shell cavity. Calculation of the field parameters leads to the second order ...

A hybrid numerical-analytical solution for two-dimensional transient-free convection is presented and applied to a vertical porous cavity, based on application of the ideas ...

We describe a Mathematica package, Logic.m, that handles propositional calculus. It supports the five basic logical connectives, "if-then," "and," "or," "if," "if and only ...

Functional programming, and in particular functional iteration, is one of those idiomatic aspects of Mathematica that takes some time to master. The benefits of functional ...

A prototype Mathematica package for building finite element (FE) models was introduced in the 1997 Developer Conference. This package has matured to the point where it has ...

Quantum Algebra is a package to perform Quantum Calculations using non commutative algebra. For this purpose we added Dirac notations for Bras, Kets, Brakets, and ...

This is a one-semester course on mathematical methods of physics normally taken by graduate students. The primary topics include: theory of analytic functions, integration ...