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標(biāo)題: Titlebook: Explosive Instabilities in Mechanics; Brian Straughan Book 1998 Springer-Verlag Berlin Heidelberg 1998 dynamics.finite element method.fini [打印本頁]

作者: Buchanan    時間: 2025-3-21 20:06
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作者: Terrace    時間: 2025-3-22 16:11
Hypothesis Generation by Difference,ion, or of a solution to a system of such equations. Roberts .. (1993) investigated a single Volterra equation with the underlying spatial domain being the whole of the real line, and the study of the asymptotic behaviour of their solution was extended by Roberts & Olmstead (1996). Olmstead & Robert
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作者: 杠桿支點    時間: 2025-3-23 06:39
Brian StraughanThis is the first book that deals with the blow-up-problem for solutions of PDEs in a wide range of applications to mechanics, biology etc.
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作者: 猛擊    時間: 2025-3-23 18:54
Florian G. Hartmann,Daniel LoisLevine & Protter (1986) present an interesting analysis for the system where . = 1,…, n, and the repeated index denotes summation from 1 to .. This equation is studied for . ∈ . with . satisfying the initial data
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作者: 姑姑在炫耀    時間: 2025-3-24 04:46
Singularities for Classical Fluid Equations,Levine & Protter (1986) present an interesting analysis for the system where . = 1,…, n, and the repeated index denotes summation from 1 to .. This equation is studied for . ∈ . with . satisfying the initial data
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作者: acheon    時間: 2025-3-25 08:52
Blow-Up in Volterra Equations,s (1994) investigate similar problems for a solution to a Volterra equation but in the case where the spatial domain is a bounded region of .. The papers of Olmstead and Roberts (1996) and Olmstead .. (1995) consider existence, blow-up and asymptotic behaviour questions for coupled systems of two Volterra equations.
作者: PANIC    時間: 2025-3-25 13:50
Book 1998e- search activity in mathematics. Some ofthe early techniques and results were discussed in the monograph by Payne (1975) and in my earlier monograph, Straughan (1982). Relatively recent accounts of blow-up work in partial dif- ferential equations may be found in the review by Levine (1990) and in
作者: 功多汁水    時間: 2025-3-25 19:02
he subject of blow-up in a finite time, or at least very rapid growth, of a solution to a partial differential equation has been an area of intense re- search activity in mathematics. Some ofthe early techniques and results were discussed in the monograph by Payne (1975) and in my earlier monograph,
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作者: 延期    時間: 2025-3-26 03:31
https://doi.org/10.1007/978-3-319-61712-1turbulence can be better understood from a mathematical point of view Ladyzhenskaya (1967,1968,1969) suggested several alternative models and supported these with positive analysis answering many questions which were not able to be solved using Navier-Stokes theory.
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Case Study: Supply Chain Managementard in space. Chemotaxis is a completely different effect whereby the species is attracted towards a high chemical concentration. For example, as Murray (1990), p. 241, points out, female members of certain species exude a chemical to attract male members of the same species.
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Introduction,e time. The mathematical theory for this is extensive and reviews may be found in Levine (1990) and Samarskii .. (1994). However, finite time blow-up and other very rapid instabilities occur in situations in mechanics and other areas of applied mathematics, and studies of these phenomena have very r
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Analysis of a First-Order System,ramifications of these which arise in various thermal convection contexts. In addition to studying blow-up (or non-existence) we also examine when the solution will remain bounded for all time, or even decay. The study of the system is of interest in its own right, and we have not seen this particul
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Blow-Up in Volterra Equations,ion, or of a solution to a system of such equations. Roberts .. (1993) investigated a single Volterra equation with the underlying spatial domain being the whole of the real line, and the study of the asymptotic behaviour of their solution was extended by Roberts & Olmstead (1996). Olmstead & Robert
作者: 豐滿有漂亮    時間: 2025-3-27 16:50
Chemotaxis,pulation of a biological species. In a diffusion process, if the species is densely crowded together then diffusion acts to spread the population outward in space. Chemotaxis is a completely different effect whereby the species is attracted towards a high chemical concentration. For example, as Murr
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Suzy Green,Olivia Evans,Belinda Williamsps. Application of physical techniques involving the use of heat, solarization and irradiation has potential to reduce the pathogen population or weaken the potential of pathogens present in the seed, planting materials and soil..978-94-007-9319-4978-94-007-6377-7Series ISSN 1573-5915 Series E-ISSN 2543-0076
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Negotiating Assimilation and Hybridity: The Identity of Chinese-Malays in Brunei?Darussalamth a relatively simple, non-invasive tool for visualizing myocardial perfusion. The accuracy of this test has usually been judged using coronary arteriography as the standard [9], although the latter measures coronary anatomy rather than physiology. This fact underscores the continued use of selecti
作者: CHANT    時間: 2025-3-28 13:48
Rupa Sarkar,Valentin V. Rybenkovnded to the maximum of chlorophyll . concentration and seemed to result from high concentration of picophytoplankton. The maximum of fluorescence also manifested itself in the cases when the cell densities in the layers of maximum if micro- and nanophytoplankton exceeded 10. cells per liter.
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0927-4529 ses are selected from this source but there are plenty of other bibliographical items (see the Bibliography) which were used in order to make up this collection978-90-481-6249-9978-94-017-0339-0Series ISSN 0927-4529




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