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191.
Ivan Gavrilyuk Ivan Lukovsky Alexander Timokha 《Zeitschrift für Angewandte Mathematik und Physik (ZAMP)》2004,55(6):1015-1033
When contacting with acoustically-vibrated structures a fluid volume can take a [time-averaged] geometric shape differing from capillary equilibrium. In accordance with theorems by Beyer et al. (2001) this shape (vibroequilibrium) furnishes a local minimum of a [quasi-potential energy] functional. The variational problem contains five dimensionless parameters evaluating the fluid volume, the wave number of acoustic field in the fluid domain, the contact angle and two newly-introduced numbers (1, 2) giving relationships between (surface tension, gravitation) and Kapitsas vibrational forces/energy. The paper focuses on negligible small wave numbers (incompressible fluid) and two-dimensional flows. Although the variational problem may in some isolated cases have analytical solutions, it requires in general numerical approaches. Numerical examples simulate experiments by Wolf (1969) and Ganiyev et al. (1977) on vibroequilibria in horizontally vibrating tanks. These show that there appear at least two types of stable vibroequilibria associated with symmetric (possible non-connected) and asymmetric surface shapes. The paper represents also numerical results on flattening and vibrostabilisation of a drop hanging beneath a vibrating plate (experiments by Faraday (1831)).Received: October 17, 2002; revised: June 30, 2003 相似文献
192.
Ivan Gavrilyuk Ivan Lukovsky Alexander Timokha 《Zeitschrift für Angewandte Mathematik und Physik (ZAMP)》2004,50(5):1015-1033
When contacting with acoustically-vibrated structures a fluid volume can take a [time-averaged] geometric shape differing from capillary equilibrium. In accordance with theorems by Beyer et al. (2001) this shape (vibroequilibrium) furnishes a local minimum of a [quasi-potential energy] functional. The variational problem contains five dimensionless parameters evaluating the fluid volume, the wave number of acoustic field in the fluid domain, the contact angle and two newly-introduced numbers (1, 2) giving relationships between (surface tension, gravitation) and Kapitsas vibrational forces/energy. The paper focuses on negligible small wave numbers (incompressible fluid) and two-dimensional flows. Although the variational problem may in some isolated cases have analytical solutions, it requires in general numerical approaches. Numerical examples simulate experiments by Wolf (1969) and Ganiyev et al. (1977) on vibroequilibria in horizontally vibrating tanks. These show that there appear at least two types of stable vibroequilibria associated with symmetric (possible non-connected) and asymmetric surface shapes. The paper represents also numerical results on flattening and vibrostabilisation of a drop hanging beneath a vibrating plate (experiments by Faraday (1831)). 相似文献
193.
S. L. Gavrilyuk 《Journal of Applied Mechanics and Technical Physics》1989,30(2):247-253
Translated from Zhurnal Prikladnoi Mekhaniki i Tekhnicheskoi Fiziki, No. 2, pp. 86–92, March–April, 1989. 相似文献
194.
A. P. Gavrilyuk I. V. Krasnov Yu. G. Trapeznikov N. Ya. Shaparev 《Russian Physics Journal》1998,41(6):511-516
A model is considered for the interaction with plasma of an “optical membrane” formed by bichromatic intersecting laser beams.
This model is used to describe a number of effects resulting from the mechanical action of light on resonant ions in the plasma.
Krasnoyarsk Computing Center, Siberian Branch of the Russian Academy of Sciences. Translated from Izvestiya Vysshikh Uchebnykh
Zavedenii, Fizika, No. 6, pp. 9–14, June, 1998. 相似文献
195.
I. M. Gavrilyuk A. A. Ishchenko M. A. Kudinova A. I. Tolmachev 《Chemistry of Heterocyclic Compounds》1984,20(11):1226-1230
Symmetrical tetraphenyl-substituted -pyrylo-, -thiopyrylo-, and -pyridotrimethylcyanines, containing electron donor methoxy groups in two or four phenyl rings, were synthesized. Using the methods of quantum chemistry, the characteristics of the long-wave absorption bands of the dyes obtained are discussed. The independence of the theoretical conclusions from the selection of the quantum chemical parameters was demonstrated. The hypothesis of greater participation of the carbon-carbon bonds of the oxygen- and especially the sulfur-containing heteroresidues in comparison with the nitrogen-containing residues in the general system of conjugation is confirmed.For communication 19, see [1].Translated from Khimiya Geterotsiklicheskikh Soedinenii, No. 11, pp. 1486–1491, November, 1984. 相似文献
196.
Gavrilyuk A. A. Gavrilyuk B. V. Semenov A. L. Gavrilyuk A. V. Kovaleva N. P. 《Russian Physics Journal》2001,44(7):703-707
Dependences of the magnitude of the E-effect in Fe81.5B13.5Si3C2 amorphous metal alloys on the external magnetic field and the temperature of thermomagnetic treatment are investigated. Four characteristic regions are distinguished in the dependence of the E-effect on the magnetic field strength. The experimental results are explained in the context of micromagnetism theory. 相似文献
197.
Yi Wang Yao Lee Jiupeng Jhao Alexander Gavrilyuk 《Journal of Sol-Gel Science and Technology》2018,86(1):126-134
Here we report on the hydrogen photochromism carried out in the V2O5 xerogels with the use of dimethylformamide (DMF) as a hydrogen donor. The adsorption of DMF was carried out by an original method: DMF was adsorbed on the V2O5 surface along the formation of the xerogel from the sol containing the hydrogen donor. The mechanism of the DMF adsorption on the V2O5 xerogel surface has been discovered by Fourier transform infrared spectroscopy. DMF molecules have been bonded to the oxide surface by donor–acceptor and hydrogen bonds, which pre-determines easy detachment of hydrogen atoms under the action of light. It has been demonstrated that the pronounced hydrogen photocromism can be carried out in the V2O5 xerogels with the use of DMF. The peculiarities of the photochromism have been discussed. The spirit of the research is to provide charging of the V2O5 surface with the hydrogen donor along the formation of the oxide xerogel catalyst. 相似文献
198.
We derive a new existence condition for Cameron–Liebler line classes in \(PG(3,q)\) . As an application, we obtain the characterization of Cameron–Liebler line classes in \(PG(n,4),\,n\ge 3\) . 相似文献
199.
A complete study of the modulation equations for the Benjamin–Bona–Mahony equation is performed. In particular, the boundary between the hyperbolic and elliptic regions of the modulation equations is found. When the wave amplitude is small, this boundary is approximately defined by , where k is the wave number. This particular value corresponds to the inflection point of the linear dispersion relation for the BBM equation. Numerical results are presented showing the appearance of the Benjamin–Feir instability when the periodic solutions are inside the ellipticity region. 相似文献