000 01498n a2200277#a 4500
001 38398
003 P5A
005 20221213140611.0
007 cr cuuuuuauuuu
008 180517s2018 bl por d
035 _aocm51338542
040 _aP5A
_cP5A
082 0 4 _acs
090 _acs
100 1 _aFrisch, U.
_q(Uriel),
_d1940-
_u(CNRS, France)
_913130
245 1 0 _aIntroduction to turbulence and blow up.
246 1 2 _aPalestra Especial: Introduction to turbulence and blow up
260 _aRio de Janeiro:
_bIMPA,
_c2018.
300 _avideo online
500 _aPalestra Especial
505 2 _aIntroduction to turbulence and blow up - Uriel Frisch This lecture is intended to give a rough idea of some of questions arising in turbulence: Reynolds number and instabilities, chaos and the butterfly effect, fully developed turbulence as a spatial variant of Brownian motion, fractals in Nature and in turbulence, simple models leading to finite time explosion (blow-up), nonlinear depletion and possible avoidance of blow-up. The lecture will be elementary and accessible to students whose background is in mathematics, or physics, or engineering or numerical analysis .
650 0 4 _aMatematica.
_2larpcal
_919899
697 _aCongressos e Seminários.
_923755
856 4 _zVIDEO
_uhttps://goo.gl/aH3mYp
942 _2ddc
_cBK
999 _aINTRODUCTION to turbulence and blow up. Rio de Janeiro: IMPA, 2018. video online. Disponível em: <https://goo.gl/aH3mYp>. Acesso em: 18 jan. 2018.
_c37056
_d37056