energy vector
41Fermi energy — The Fermi energy is a concept in quantum mechanics usually referring to the energy of the highest occupied quantum state in a system of fermions at absolute zero temperature. This article requires a basic knowledge of quantum mechanics.Note that… …
42Meridian Energy — Type State owned enterprise Industry Electricity generation Electricity retailing Predecessor …
43The Energy Machine of Joseph Newman — Joseph Newman (inventor) redirects here. For other people called Joseph Newman, see Joseph Newman (disambiguation). Perpetual motion machine: The Energy Machine of Joseph Newman Diagram of a Newman Motor Disciplines physics …
44Poynting vector — ▪ physics a quantity describing the magnitude and direction of the flow of energy in electromagnetic waves. It is named after English physicist John Henry Poynting (Poynting, John Henry), who introduced it in 1884. The Poynting vector …
45Reuven Ramaty High Energy Solar Spectroscopic Imager — (RHESSI, or more rarely Explorer 81) is the sixth mission in the line of NASA Small Explorer missions (also known as SMEX). Launched on 5 February 2002, its primary mission is to explore the basic physics of particle acceleration and explosive… …
46Constrained-Energy Lapped Transform — Vorlage:Infobox Dateiformat/Wartung/MagischeZahl fehlt Constrained Energy Lapped Transform Dateiendung: keineVorlage:Infobox Dateiformat/Wartung/Endung fehlt MIME Type: audio/celt …
47Magnetic energy — and electric energy are related by Maxwell s equations. The potential energy of a magnet of magnetic moment m in a magnetic field B is defined as the work of magnetic force (actually of magnetic torque) on re alignment of the vector of the… …
48Missing energy — In experimental particle physics, missing energy refers to energy which is not detected in a particle detector, but is not expected due to the laws of Conservation of Mass and Conservation of Momentum. The laws of Conservation of Mass and… …
49Dirichlet's energy — In mathematics, the Dirichlet s energy is a numerical measure of how variable a function is. More abstractly, it is a quadratic functional on the Sobolev space H1. The Dirichlet energy is intimately connected to Laplace s equation and is named… …
50Conservation of energy — Conservation Con ser*va tion, n. [L. conservatio: cf. F. conservation.] The act of preserving, guarding, or protecting; the keeping (of a thing) in a safe or entire state; preservation. [1913 Webster] A step necessary for the conservation of… …
