[1] SHI Chang-chun,HUANG Yong-nian.Some properties of three-dimensional Beltrami flows[J].Acta Mechanica Sinica,1991,7(4):290~294.
[2] SHI Chang-chun,HUANG Yong-nian,CHEN Yao-song.On the Beltrami flows[J].ActaMechanica Sinica,1992,8(4):289~294.
[3] SHI Chang-chun,HUANG Yong-nian,ZHU Zhao-xuan,et al.Chaotic phenomena produced bythe spherical vortices in the Beltrami flows[J].Chinese Phys Lett,1992,9(10)515~518.
[4] M offatt H K.The degree of knottedness of tangled vortex lines[J].J Fluid Mech,1969,35:117~129.
[5] Zheligovsky V A.A kinematic magnetic dynamo sustained by a Beltrami f low in a sphere[J].Geophys Astrophys Fluid Dynamics,1993,73:217~254.
[6] Batchlor G K.An Introduction to Fluid Dynamics[M].London:Cambridge University Press,1967,543~550.
[7] Synge J L,Lin C C.On a statistical model of isotropic turbulence[J].Trans Roy Soc Canad,3Ser Sec 3,1943,37:1~35.
[8] ZHOU Pei-yuan,TSAI Shu-tang.The vorticity structure of homogeneous isotropic turbulence in itsf inal period of decay[J].Acta Mechanica Sinica,1957,1(1):3~14.(in Chinese)
[9] Green S I.Fluid Vortices[M].Dordrecht,Netherlands:Kluwer Academic Publishers,1995.
[10] HUANG Yong-nian,ZHOU Pei-yuan.On the solutions of Navier-Stokes equations and the theoryof homogeneous isotropic turbulence[J].Scientia Sinica,1981,24(9):1207~1230. |