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Traducción y análisis de palabras por inteligencia artificial ChatGPT
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- etimología
Qué (quién) es N-body units - definición
N-body units
SYSTEM OF UNITS USED FOR N-BODY SIMULATIONS OF SELF-GRAVITATING SYSTEMS, IN WHICH THE TOTAL MASS, THE GRAVITATIONAL CONSTANT, AND THE VIRIAL RADIUS ARE ALL NORMALIZED
N-body units are a completely self-contained system of units used for N-body simulations of self-gravitating systems in astrophysics. In this system, the base physical units are chosen so that the total mass, M, the gravitational constant, G, and the virial radius, R, are normalized.
Body snatching
![Screenshot from the trailer of ''[[Invasion of the Body Snatchers]]'' (1956).](https://commons.wikimedia.org/wiki/Special:FilePath/1956bodysnatcherscast.jpg?width=200 "Screenshot from the trailer of ''[[Invasion of the Body Snatchers]]'' (1956).")
, Uttar Pradesh; a human cadaver abandoned Wellcome L0030359.jpg?width=200 "In rural parts of northern India, the lowest classes sometimes cannot obtain wood for cremation or ground for burial, and the exposure of bodies is the result.")
![[[Mortsafe]] in Greyfriars Kirkyard, Edinburgh](https://commons.wikimedia.org/wiki/Special:FilePath/Mortsafe, Greyfriars Kirk.jpg?width=200 "[[Mortsafe]] in Greyfriars Kirkyard, Edinburgh")
SECRET REMOVAL OF CORPSES FROM BURIAL SITES
Body snatchers; Body snatcher; Body-snatcher; Body-snatching; Bodysnatching; Body theft; Body thief; Body thefts; Body thieves
Body snatching is the illicit removal of corpses from graves, morgues, and other burial sites. Body snatching is distinct from the act of grave robbery as grave robbing does not explicitly involve the removal of the corpse, but rather theft of the burial site itself.
N-body choreography
PERIODIC SOLUTION TO THE N-BODY PROBLEM IN WHICH ALL THE BODIES ARE EQUALLY SPREAD OUT ALONG A SINGLE ORBIT
N-body choreographies
An n-body choreography is a periodic solution to the n-body problem in which all the bodies are equally spread out along a single orbit. The term was originated in 2000 by Chenciner and Montgomery.
