Titlebook: Bubble Systems; Alexander A. Avdeev Book 2016 Springer International Publishing Switzerland 2016 Bubble Dynamics.Multi-phase Systems.Phase

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Conclusion: Returns, Renewals, Departuresensions, the structure of the solution was analyzed qualitatively. A historical survey of theoretical works devoted to the considered problem is presented. The set of degenerate solutions of the problem is obtained and studied systematically. The complete analytical solution of the problem is obtain

LIKEN

https://doi.org/10.1057/9781137300249The experimental data on the condensation of single bubbles (water vapour, high-speed filming, pressure 0.1–10.0?MPa, velocities 0.25–1.5?m/s, liquid subcooling up to 13?K), the growth (water vapour, the double exposure method, 0.3–4.0?MPa, 8–30?m/s, liquid superheat 0.7–2.5?K), and the dissolution

AV-node

https://doi.org/10.1057/9781137300249gral relations for the calculation of the intensity of vaporization in flashing flows of superheated fluid, which take into account the simultaneous accumulation and growth of bubbles carried by the flow. The cases of heterogeneous nucleation on the channel walls and homogeneous nucleation in the li

Indicative

華而不實

https://doi.org/10.1057/9781137300249abat. The entropy is shown to increase across the shock front. The stability of the boiling shock is investigated. Two possible situations are singled out: a shock formed under transient conditions following a seal failure of high pressure vessels (the U-shock) and a shock formed when the limiting (

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聯(lián)想

https://doi.org/10.1007/978-0-230-27236-1ace, breakup due to centrifugal forces, and disintegration of bubbles due to the direct impact of turbulent pulsations during intensive bubbling. Mechanisms of wave formation and evolution on the liquid surface are considered in detail, both in the presence or absence of relative motion of phases. F

Indicative

https://doi.org/10.1007/978-0-230-27236-1fer of heat and momentum (the Reynolds analogy). A conclusion is made that for nonequilibrium two-phase flows the Reynolds analogy is the natural method of describing heat transfer processes, which is capable of applying the results of theoretical analysis to obtain relatively simple analytic soluti

myocardium

Alexander A. AvdeevPresents a comprehensive analysis of the mathematics of bubble systems.Provides expert knowledge in a systematic, easy-to-follow format.Written by leading expert in the field.Includes supplementary ma

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