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- 1
-
Koschmieder, E.L., Benard Cells and Taylor Vortices,
Cambridge Univ. Press, (1993).
- 2
-
Lewis, G. S. and Swinney, H. L., Velocity Structure
Functions, Scaling, and Transitions in High-Reynolds-Number
Couette-Taylor Flow, Phys. Rev., E, 59-5(1999), 5457-5467.
- 3
-
Benjamin, T. B. and Mullin,T., Anomalous Mode in
the Taylor Experiment, Proc. Royal Soc. Lnd., A, 377(1981),
221-249.
- 4
-
Werely, S. T. and Lueptow, R. M., Spatio-Temporal
Character of Non-Wavy and Wavy Taylor-Couette Flow,
J. Fluid Mech., 364(1998), 59-80.
- 5
-
Cliffe,K.A., Numerical Calculation of
Two-Cell and Single Cell Taylor Flow, J. Fluid Mech., 135(1983),
219-233.
- 6
-
Pfister, G., Schmidt, H., Cliffe, K. A. and Mullin, T.,
Bifurcation Phenomena in Taylor-Couette Flow in a Very Short
Annulus, J. Fluid Mech., 191(1988), 1-18.
- 1
-
戸谷順信・中村育雄・山下新太郎・植木良昇, アスペクト比が小さいテ
イラー渦変異モー
ドにおけるエクストラ渦とツイン渦の存在,機論,58-546, B (1992),
305-312.
- 8
-
Nakamura, I. and Toya, Y., Existence of Extra Vortex
and Twin Vortex of Anomalous Mode in Taylor Vortex Flow with a
Small Aspect Ratio, Acta Mech., 117(1996), 33-46.
- 9
-
Lucke, M., Mihelcic, M., Wingerath, K. and Pfister, G.,
Flow in a Small Annulus between Concentric Cylinders,
J. Fluid Mech., 140(1984), 343-353.
- 10
-
de Roquefort, T. A. and Grillaud, G.,
Computation of Taylor Vortex
Flow by a Transient Implicit
Method,
Computers and Fluids,
6(1978), 259-269.
- 2
-
東尚史・小河原加久治・飯田誠一, 回転二重円筒間内流れの
非定常三次元計算, 機論,57-535, B (1991), 905-913.
- 1
-
渡辺崇・前田俊介・古川裕之・中村育雄, 減速するテイラー渦流れにお
けるモード変化, 機論,65-630, B (1999),
521-527.
Hiroyuki Furukawa
2000-04-19