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Books > Science & Mathematics > Mathematics > Calculus & mathematical analysis > General
Both classical and neo-classical applications of calculus of
deformable material bodies are utilized to formulate and to solve a
variety of engineering and bio-mathematical problems. The results
should help discern various balance and equations of state
formulations when combined with experimental validation. The
presented calculus has an evolutionary perspective of addressing
change, as well as accumulated change in a unified manner to better
understand motions and memory described through both quantification
and computation. Several original contributions are made on
reactive power law fluid flows, on lubrication, on acoustic horn
shapes, on dielectric relaxation, as well as on peristaltic
pumping. Moreover, new perspectives are given for dissipation
contributions in energetics of the motions.
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