Applied Mathematics in Energy and Mechanical Engineering

doi:10.3390/books978-3-7258-0345-3

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Applied Mathematics in Energy and Mechanical Engineering

Edited by

February 2024

294 pages

ISBN978-3-7258-0346-0 (Hardback)
ISBN978-3-7258-0345-3 (PDF)

https://doi.org/10.3390/books978-3-7258-0345-3

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This book is a reprint of the Special Issue Applied Mathematics in Energy and Mechanical Engineering that was published in

Computer Science & Mathematics

Physical Sciences

Summary

Today, it is difficult to imagine the development of energy and mechanical engineering without the use of modern mathematical approaches. The active development of science, engineering and technology requires the use of physical and mathematical modeling, digital twins, machine learning, artificial intelligence algorithms, etc.The aim this Special Issue is to collect scientific articles reflecting the latest advances in mathematical apparatus applications in complex engineering problems.This Special Issue comprises 15 high-quality mathematical papers in a variety of technical areas, ranging from thermal engineering and gas dynamics to optics and electric vehicles, and will be useful to students, teachers, scientists and industrial specialists who deal with problems of applied mathematics in energy and mechanical engineering.

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Keywords

sensitivity reanalysis; flexibility matrix; disassembly perturbation; structural displacement; exact method; aggregative game; plug-in electric vehicles; distributed charging strategy; time anxiety; load constraints; lattice Boltzmann; Rayleigh–Bénard convection; magnetohydrodynamics; Levenberg–Marquardt algorithm; data-driven analysis; Nusselt number; Hartmann number; porosity; rectangular cavity; vertical cone diffuser; aerodynamics; stationary flow; profiled tubes; velocity field; turbulence intensity; empirical regularities; PDM; phase portrait; quantum study; asymmetry; real spectra; 3D printing; Hermite; surface model; high-precision fitting; error; analytic solution; 2D heat conduction; space–time-dependent dependent; Dirichlet boundary conditions; shifting function method; high-speed train; distributed optimal control; discrete time; symmetric alternating direction method of multipliers; damage diagnosis; frequency-shift flexibility; sensitivity analysis; vibration mode; damage parameter; thermo-optical effects; Fabry–Pérot interferometer; Gaussian beam model; thermal diffusivity; engineering calculations; mathematical modeling; improvement of technical devices; coal; syngas; steam gasification; bubbling fluidized bed; thermodynamic; computational fluid dynamics; SF6 circuit breaker; switching arc; moving mesh; ALE; arc quenching; analytic solution; 2D heat conduction; space–time-dependent Dirichlet boundary conditions; space–time-dependent heat sources; rectangular cross-section; one-dimensional Ising model with mixed spin; free energy; entropy; magnetization; susceptibility; phase transition; variation simulation; assembly analysis; contact problem; method of influence coefficients; mathematical modeling