Электронная книга: Dmitry Ivanov Yu. «Critical Behavior of Non-Ideal Systems»
|
This comprehensive systematic overview covers the static and dynamic critical phenomena of real, non-ideal fluids in the nearest vicinity of the critical point, offers new approaches and presents research results on the highest level. Including both theoretical and experimental researches, it also deals with the critical opalescence as phenomenon with continuously growing scattering multiplicity upon approaching the critical point. Издательство: "John Wiley&Sons Limited"
ISBN: 9783527623990 электронная книга Купить за 17326.52 руб и скачать на Litres |
Другие книги схожей тематики:
| Автор | Книга | Описание | Год | Цена | Тип книги |
|---|
См. также в других словарях:
Ideal gas — Thermodynamics … Wikipedia
Critical period hypothesis — The critical period hypothesis is the subject of a long standing debate in linguistics and language acquisition over the extent to which the ability to acquire language is biologically linked to age. The hypothesis claims that there is an ideal… … Wikipedia
Open and closed systems in social science — Ludwig Bertalanffy describes two types of systems: open systems and closed systems. The open systems are systems that allow interactions between its internal elements and the environment. An open system is defined as a “system in exchange of… … Wikipedia
KABBALAH — This entry is arranged according to the following outline: introduction general notes terms used for kabbalah the historical development of the kabbalah the early beginnings of mysticism and esotericism apocalyptic esotericism and merkabah… … Encyclopedia of Judaism
Business ethics — For the episode from the American television series The Office, see Business Ethics (The Office). Business ethics (also corporate ethics) is a form of applied ethics or professional ethics that examines ethical principles and moral or ethical… … Wikipedia
Self-organized criticality — In physics, self organized criticality (SOC) is a property of (classes of) dynamical systems which have a critical point as an attractor. Their macroscopic behaviour thus displays the spatial and/or temporal scale invariance characteristic of the … Wikipedia
