Beschreibung
We discuss the historical development of classical fluid dynamics consisting with four parts. Part 1: Exact differential as the criteria of equilibrium/motion and irrotational motion/rotary motion; Part 2: The two-constant theory and tensor function underlying the Navier-Stokes equations; Part 3: The Microscopically-descriptive hydrodynamical equations in the gas theory; Part 4: The early studies of solutions of Navier-Stokes equations. Owing to the arrival of continuum theory, many mathematical developments are brought in todays fluid mechanics, such as the Euler equations, the Navier-Stokes equations, the Stokes equations, the Helmholtz vorticity equations, Boltzmanns transport equations. We introduce the thinking methods and modeling of these equations, including capillarity theories of fluid particles in continuum by Laplace, Gauss and Poisson, with the classical notation and styles, the disputing contents of their themes discussed among progenitors. Microscopically-descriptive expressions are succeeded into Boltzmanns equations, and contribute to the quantum mechanics such as Schrödinger equations. Now, this is hitting by peerers on Tokyo Metro. Univ. Repository.
Autorenporträt
In 1993, Bachelor of Arts from the Faculty of Literature of Keio University.In 2000, Master Degree of Information Technology from The University of Electro-Communications. In 2011, Doctor Degree of Science from Tokyo Metropolitan University. During 2012/4-2014/3, the long-term researcher in RIMS of Kyoto University.
Herstellerkennzeichnung:
BoD - Books on Demand
In de Tarpen 42
22848 Norderstedt
DE
E-Mail: info@bod.de
