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Signals and Systems   (Technical Notes)
Note: This is a discontinued product. Archival documentation » The Mathematica application package Signals and Systems is the only signal processing and analysis tool ...
When a vibrating structure is subjected to a rotation, the vibrating pattern rotates at a rate (called the precession rate) proportional to the inertial angular rate. This is ...
This book explores the mathematical tools and procedures used in modeling based on the laws of conservation of mass, energy, momentum, and electrical charge. This edition ...
Flow (in Porous Media) with ...   (Courseware and Class Materials)
Mathematica can support effectively many of the computations in petroleum engineering research by providing an unprecedented insight into the theoretical basis and everyday ...
The determination of orientational statistics of polyhedrons is encountered in radar imagery research of ice ridges. Especially first-year ice ridge sails are heaps of more ...
This Mathematica book provides an introduction to dynamical systems theory, treating both continuous and discrete dynamical systems from basic theory to recently published ...
HEP: A Package for Symbolic ...   (MathSource: Packages and Programs)
A set of Mathematica packages for symbolic calculation of Feynman diagrams. The packages were designed as an aid in calculating tree-level multi-particle electroweak ...
Algebraic Loops, Groups, "Hoops" ...   (MathSource: Packages and Programs)
ALGHCA.cdf is a package of procedures to create, manipulate, identify, and use small Algebraic Loops, Groups, "Hoops" and Clifford algebras. Hoops are relevant to physics ...
COSY-PAK: A Symbolic Control ...   (MathSource: Packages and Programs)
This is an unsupported release of COSY-PAK, a COntrol SYstems analysis PAcKage for symbolic control systems analysis using Mathematica 2.0 and higher. Classical control ...
Groups, Loops, & Hoop Algebras   (MathSource: Packages and Programs)
GroupLoopHoop.m is a package of procedures to create, manipulate, identify, and use small Groups, Algebraic Loops, and "Hoop Algebras".Hoops are relevant to physics because ...
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