high energy physics
41physics — n. classical, Newtonian; high energy, particle; nuclear; solid state; theoretical physics * * * [ fɪɪzɪks] Newtonian high energy nuclear particle solid state theoretical physics classical …
42High Resolution Fly's Eye Cosmic Ray Detector — The High Resolution Fly s Eye or HiRes detector was an ultra high energy cosmic ray observatory that operated in the western Utah desert from May 1997 until April 2006. HiRes utilized the atmospheric fluorescence technique that was pioneered by… …
43energy level — 1. a comparative level of capacity for vigorous activity: The child has a high energy level. 2. Also called energy state. Physics. one of a quantized series of states in which matter may exist, each having constant energy and separated from… …
44High frequency approximation — A high frequency approximation (or high energy approximation ) for scattering or other wave propagation problems, in physics or engineering, is an approximation whose accuracy increases with the size of features on the scatterer or medium… …
45List of unsolved problems in physics — This is a list of some of the major unsolved problems in physics. Some of these problems are theoretical, meaning that existing theories seem incapable of explaining a certain observed phenomenon or experimental result. The others are… …
46Technicolor (physics) — Beyond the Standard Model Standard Model …
47Pinch (plasma physics) — For other uses, see Pinch (disambiguation). Lightning bolts illustrating electromagnetically pinched plasma filaments …
48Unsolved problems in physics — This is a list of some of the major unsolved problems in physics. Some of these problems are theoretical, meaning that existing theories seem incapable of explaining some observed phenomenon or experimental result. The others are experimental,… …
49National Centre for Physics — Information: Established: January 27, 1999 (1999 01 27) (12 years ago) Director Ge …
50K-theory (physics) — In string theory, the K theory classification refers to a conjectured application of K theory (in abstract algebra and algebraic topology) to superstrings, to classify the allowed Ramond Ramond field strengths as well as the charges of stable D… …
