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1
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0039092608
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D. Bensimon, L. Kadanoff, S. Liang, B. I. Shraiman, and C. Tang, Rev. Mod. Phys. 58, 977 (1986).
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(1986)
Rev. Mod. Phys.
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, pp. 977
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Bensimon, D.1
Kadanoff, L.2
Liang, S.3
Shraiman, B.I.4
Tang, C.5
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6
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0000772856
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R. Combescot, T. Dombre, V. Hakim, Y. Pomeau, and A. Pumir, Phys. Rev. Lett.56, 2036 (1986).
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(1986)
Phys. Rev. Lett.
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, pp. 2036
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Combescot, R.1
Dombre, T.2
Hakim, V.3
Pomeau, Y.4
Pumir, A.5
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11
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0027135275
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J. Krug, K. Kassner, P. Meakin, and F. Family, Europhys. Lett. 24, 527 (1993).
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(1993)
Europhys. Lett.
, vol.24
, pp. 527
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Krug, J.1
Kassner, K.2
Meakin, P.3
Family, F.4
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16
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85035216398
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For instance, a sequence of solutions of [formula presented] can be found which converges uniformly for all time to the [formula presented] time-dependent solution with [formula presented]
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For instance, a sequence of solutions of σ≠0 can be found which converges uniformly for all time to the λ=1/2 time-dependent solution with σ=0.
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17
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85035195884
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For instance, single-finger evolutions with [formula presented]
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For instance, single-finger evolutions with λ>1/2.
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19
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85035224885
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We do not question the validity of the analytical results of Ref. 13 but the conclusions drawn concerning the dynamical role of surface tension. In particular, we point out that any [formula presented] may be dynamically selected within the appropriate subspace. Furthermore, the dynamics leading to [formula presented] need not be close to the physical one. For more details, see Ref. 15
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We do not question the validity of the analytical results of Ref. 13 but the conclusions drawn concerning the dynamical role of surface tension. In particular, we point out that any λ≠1/2 may be dynamically selected within the appropriate subspace. Furthermore, the dynamics leading to λ=1/2 need not be close to the physical one. For more details, see Ref. 15.
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23
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85035215206
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Two modes [formula presented] with amplitudes [formula presented] satisfy [formula presented], [formula presented]
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Two modes k=1,2 with amplitudes|ε1|∼|ε2|≪1 satisfy ε1∼α″ and ε2∼α′2.
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24
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85035204705
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Strictly speaking, there may be a certain amount of competition in the sense of a decrease of [formula presented] but quantitatively very small.
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Strictly speaking, there may be a certain amount of competition in the sense of a decrease of ΔψS(t) but quantitatively very small.
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