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43篇 您的检索式：作者名="Bodenschatz"

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	题名	作者	年代	出处	被引量
1	Spiral defect chaos in large aspect ratio Rayleigh-Benard convection显示文摘	MORRIS S W BODENSCHATZ E CANNELL D S AHLERS G	1993	Phys Rev Lett1993，71，：	1
2	Fluid particle accelerations in fully developed turbulence显示文摘	LA PORTA A VOTH G A CRAWFORD A M AIEXANDER J BODENSCHATz E	2001	Nature (London)2001，409，：	1
3	Evaluation of severely displaced radial neck fractures in children treated with elastic stable intramedullary nailing 显示文摘	Klitscher D Richter S Bodenschatz K	2009	J Pediatr Or- thop2009，29，7：	1
4	Maximum-Likelihood Symmetric a Stable Parameter Estimation 显示文摘	Bodenschatz J Nikias C	1999	IEEE Transactions on Signal Processing1999，47，5：	1
5	Dynamics of low anisotropy morphologies in directional solidification 显示文摘	B Utter and E Bodenschatz	2002	Physical review E2002，66，05：	1
6	Double dendrite growth in solidification 显示文摘	Brian Utter and E Bodenschatz	2005	Physical review E2005，72，01：	1
7	Defect turbulence in inclined layer convection显示文摘	DAN IELS K E BODENSCHATZ E	2002	Phys Rev Lett2002，88，03：	1
8	Symmetric alpha-stable filter theory显示文摘	Bodenschatz J S Nikias C L	1997	IEEE Transactions on Signal Processing1997，45，：	1
9	Statistics of defect trajectories in spatio-temporal chaos in inclined layer convection and the complex Ginzburg-Landau equation显示文摘	HUEPE C RIECKE H DANIELS K E BODENSCHATZ E	2004	Chaos2004，14，：	1
10	Period-dou- bling instability and memory in cardiac tissue显示文摘	FOX J J BODENSCHATZ E GILMOUR R F	2002	Phys Rev Lett2002，89，13：	1
11	A model for universal spatial variations of temperature fluctuations inturbulent Rayleigh-Bénard convection显示文摘We propose a theoretical model for spatial variations of the temperature varianceσ2(z,r)(z is the dis-tance from the sample bottom and r the radial coordinate)in turbulent Rayleigh-Bénard convection(RBC).Adapting the“attached-eddy”modelofshearflowtothe plumesofRBC,wederivedanequationforσ2 which is based on the universal scaling of the normalized RBC temperature spectra.This equation in-cludes both logarithmic and power-law dependences on z/λth,whereλth is the thermal boundary layer thickness.The equation parameters depend on r and the Prandtl number Pr,but have only an extremelyweak dependence on the Rayleigh number Ra Thus our model provides a near-universal equation for thetemperature variance profile in turbulent RBC.	Xiaozhou He Eberhard Bodenschatz Guenter Ahlers	2021	Theoretical & Applied Mechanics Letters2021，11，2：	1
12	Period-doubling instability and memory in cardiac tissue显示文摘	Fox JJ Bodenschatz E Gilmour R F	2002	Phys Rev lett2002，88，13：	1
13	Defect turbulence and generalized statistical mechanics 显示文摘	DANIELS K E BECK C BODENSCHATZ E	2004	Physica D2004，193，14：	1
14	Conduction block in one-dimension heart fibers显示文摘	Fox JJ Robert FG Bodenschatz E	2002	Physical Review Letters2002，89，19：	1
15	Recent developments in Rayleigh-Benard convection显示文摘	Bodenschatz E Pesch W Ahlers G		0，，：	1
16	Recent developments in Rayleigh-Benard convection显示文摘	BODENSCHATZ E PESCH W AHLERS G	2000	Annual Review of Fluid Mechanics2000，32，：	1
17	Recent developments in Rayleigh-Bénard convectio显示文摘	Bodenschatz E Pesch W Ahlers G	2000	Annu Rev Fluid Mech2000，32，：	1
18	Symmetric alpha-stable filter theory显示文摘	BODENSCHATZ J S NIKIAS C L	1997	Signal Processing IEEE Transactions on1997，45，7：	1
19	Spectroscopy and up- conversion of CsCdBr3 : Pr3 显示文摘	Neukum J Bodenschatz N Heber J	1994	Phys Rev1994，50，6：	1
20	Can we un- derstand clouds without turbulence显示文摘	Bodenschatz E Malinowski S P Shaw R A	2010	Science2010，327，：	1

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