Titlebook: Amorphous Solids and the Liquid State; Norman H. March,Robert A. Street,Mario P. Tosi Book 1985 Springer Science+Business Media New York 1

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Unternehmerische Zukünfte im Silicon Valleyeory of freezing of some simple liquids. This is closely related to the theory of the bulk liquid structure, the main topic of the first part of this chapter. Here, the so-called Born—Green—Yvon hierarchy is the starting point of all structural theories of simple liquids. This hierarchy was also use

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https://doi.org/10.1007/978-3-663-13534-0considerations, while the use of thermodynamics combined with the notion of a continuous density profile at the interface between a liquid and its vapor is mainly due to van der Waals. The formal statistical mechanics of inhomogeneous fluids is now well developed and is finding a number of applicati

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Die Konstruktion von Feindbildern problem of particular importance for understanding the stability of colloids, especially sols. Sols comprise solid particles dispersed through a liquid medium. Although the particles are large compared with the liquid molecules, they are still microscopic and their surfaces play an important part i

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Das kommunikative Netzwerk der Neonazismetals within the adiabatic approximation. We shall be mainly concerned with the self-motion of a tagged particle immersed in a fluid, but the general methods presented can on the whole be applied when studying the dynamics of the fluid itself.

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Das kommunikative Netzwerk der Neonazisicals, charged polymers, and free electrons. Systems of charged particles occur in many fields of physics and chemistry, ranging from astrophysics and plasma physics to electrochemistry and colloid science. The common link between all these widely different systems is the predominance of long-range

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https://doi.org/10.1007/978-3-322-93544-1 may be obtained from Boltzmann transport theory, which we review in Section 10.2. This is a good place to start because, apart from having application to liquid metals, we may also put the results in a form having wider validity than their derivation might suggest. In particular we find that the st

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https://doi.org/10.1007/978-3-658-00916-8 of the key ideas of amorphous magnetism to well-established concepts of magnetism in crystalline solids, stressing the points where something new emerges because of the lack of a crystal lattice. For example, there are many amorphous ferromagnets yet no amorphous antiferromagnets are known to exist