Titlebook: Mechanics of Flow Similarities; Claus Weiland Book 2020 Springer Nature Switzerland AG 2020 Flow Similarities.Similarity Parameters.Classi

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書目名稱Mechanics of Flow Similarities影響因子(影響力)




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書目名稱Mechanics of Flow Similarities被引頻次




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書目名稱Mechanics of Flow Similarities讀者反饋




書目名稱Mechanics of Flow Similarities讀者反饋學(xué)科排名

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,Dimensional Analysis—Buckingham’s , Theorem, retirement in 1937. He performed a lot of work in the discipline of soil physics and published the results in some widely acknowledged papers, [., .]. In 1914 he presented the paper [.], in which he summed up the theory of the . theorem with its fundamental significance for the analysis of dimensions, see also [.].

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Melanoma

,Dimensionless Numbers—Similarity Parameters: A Look at the Name Holders,ce of the dimensionless numbers obviously was an evolutionary process. Most of the power products, later noted as dimensionless numbers or similarity parameters, were established before the mathematical calculus of the analysis of dimension, Buckingham’s .theorem, was developed.

Decibel

教唆

,Classification of Dimensionless Numbers—Similarity Parameters,iate initial and boundary conditions and if necessary expanded by the relations for the thermodynamic equilibrium state and in particular by the equations for the thermodynamic non-equilibrium state (species continuity, excitation of molecular vibrations, electron modes).

使激動

who have contributed to it.Describes the methods by which t.The mechanics of similarity encompasses the analysis of dimensions, performed by various procedures, the gasdynamic similarity and the model technology. The analysis of dimensions delivers the dimensionless numbers by which specific physic

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https://doi.org/10.1007/978-3-030-42930-0Flow Similarities; Similarity Parameters; Classification of Dimensionless Numbers; Gasdynamics; Dimensio

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羽毛長成

Introduction, three-dimensional flow fields and further after its extension to flows with friction by Navier (1822), Poisson (1831), Saint-Vernant (1843) and Stokes (1845), a solution of such kind of systems of equations seemed to be impossible.