1967
DOI: 10.1007/978-3-662-06688-1
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Electric Contacts

Abstract: The support of the management.s of these corporations is gratefully acknowledged. Finally, it is a pleasure to express particular thanks to Springer-Verlag in Berlin, Germany, for t.he kind invitation to write this book, and for the excellent printer's performance.

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Cited by 1,490 publications
(401 citation statements)
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“…Some examples of these models are Suh delamination theory of wear (23), Rabinowicz model for abrasive wear (24) and the Archard's wear equation (25,26). Wear occurs by different interfacial mechanisms and all these mechanisms can contribute in changes in the topography.…”
Section: Wear Predictionmentioning
confidence: 99%
“…Some examples of these models are Suh delamination theory of wear (23), Rabinowicz model for abrasive wear (24) and the Archard's wear equation (25,26). Wear occurs by different interfacial mechanisms and all these mechanisms can contribute in changes in the topography.…”
Section: Wear Predictionmentioning
confidence: 99%
“…In macroscopic electrical contacts this result is known as the "ϕ − Θ relation". 7 Here, we will re-derive it from a microscopic theory and determine the quantity γ e−e in terms of the properties of the junction and of the electron liquid. This theory needs to take into account the influence of electron-electron interactions on both the heat production and dissipation.…”
mentioning
confidence: 99%
“…The injection of electrons from a metal electrode at the interface of the surrounding gas is a phenomenon of primary importance concerning the initiation and evolution of dielectric breakdown [1]. This phenomenon is practically met during the opening stage of all kinds of power switches, which may be operated in air, vacuum, liquid insulating media, i.e., mineral oil, and insulating gasses, i.e., SF 6 environment. Direct transfer of electrons from the Fermi level of the metal (cathode) towards the surrounding material is theoretically enabled at very high electric fields as predicted by Fowler and Nordheim for field electron emission from metals into vacuum [2].…”
mentioning
confidence: 99%
“…The distribution of the effective contact spots, as well as the effective contact area, depends upon surface geometry, degree of polish, hardness of materials, mechanical pressure, and phase transitions with increasing temperature. The effective contact area is usually smaller than the apparent contact area [6], [7]. However, when an arc forms around the interface this argument may not be valid since field emitted electrons in the surrounding gas increases significantly the effective contact area [7].…”
mentioning
confidence: 99%