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G.P. Crawford, R.J. Ondris-Crawford, J.W. Doane, and S. Z̆umer, Phys. Rev. E 53, 3647 (1996); and references in these works.
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Crawford, G.P.1
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3
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B.M. Ocko, X.Z. Wu, E.B. Sirota, S.K. Sinha, O. Gang, and M. Deutsch, Phys. Rev. E 55, 3164 (1997).
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Ocko, B.M.1
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Gang, O.5
Deutsch, M.6
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4
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0000512896
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O. Gang, X.Z. Wu, B.M. Ocko, E.B. Sirota, and M. Deutsch, Phys. Rev. E 58, 6086 (1998).
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5
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4244121572
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D. Schlauf, Ch. Bahr, M. Glogarová, M. Kašpar, and V. Hamplová, Phys. Rev. E 59, 6188 (1999) and references therein.
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Schlauf, D.1
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8
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3643077358
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B.M. Ocko, A. Braslau, P.S. Pershan, J. Als-Nielsen, and M. Deutsch, Phys. Rev. Lett. 57, 94 (1986).
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Ocko, B.M.1
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10
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G.J. Kellogg, P.S. Pershan, E.H. Kawamoto, W.F. Foster, M. Deutsch, and B.M. Ocko, Phys. Rev. E 51, 4709 (1995).
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Ocko, B.M.6
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11
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85035283964
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-
The abbreviations (Formula presented) and (Formula presented) refer to homologous 4-alkyl-(Formula presented)-cyanobiphenyl and 4-alkyloy-(Formula presented)-cyanobiphenyl compounds with n giving the number of carbon atoms in the alkyl(oxy) chain
-
The abbreviations (Formula presented) and (Formula presented) refer to homologous 4-alkyl-(Formula presented)-cyanobiphenyl and 4-alkyloy-(Formula presented)-cyanobiphenyl compounds with n giving the number of carbon atoms in the alkyl(oxy) chain.
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-
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18
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0042266472
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R. Lucht, Ch. Bahr, G. Heppke, and J.W. Goodby, J. Chem. Phys. 108, 3716 (1998).
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Lucht, R.1
Bahr, C.2
Heppke, G.3
Goodby, J.W.4
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22
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-
85035260108
-
-
The abbreviations (Formula presented) and (Formula presented) refer to the 4-hexyloxyphenylesters of (Formula presented)-octadecyloxybenzoic and (Formula presented)-dodecyloxybenzoic acids, (Formula presented) is 4-nonyloxybenzylidene-(Formula presented)-butylaniline
-
The abbreviations (Formula presented) and (Formula presented) refer to the 4-hexyloxyphenylesters of (Formula presented)-octadecyloxybenzoic and (Formula presented)-dodecyloxybenzoic acids, (Formula presented) is 4-nonyloxybenzylidene-(Formula presented)-butylaniline.
-
-
-
-
27
-
-
85035303973
-
-
The ellipticity coefficient (Formula presented) is in first approximation linearly related to the anisotropic coverage (Formula presented), or, for constant (Formula presented) to the thickness of the wetting layer
-
The ellipticity coefficient (Formula presented) is in first approximation linearly related to the anisotropic coverage (Formula presented), or, for constant (Formula presented) to the thickness of the wetting layer.
-
-
-
-
28
-
-
85035274243
-
-
contrast to the layering steps shown in Fig. 11(a), the first layering step in (Formula presented) is considerably smeared out over a temperature interval of several K [15]; the (Formula presented) curve a was measured at the upper edge of this temperature interval so thatalready traces of smectic ordering might be present at the surface
-
In contrast to the layering steps shown in Fig. 11(a), the first layering step in (Formula presented) is considerably smeared out over a temperature interval of several K [15]; the (Formula presented) curve a was measured at the upper edge of this temperature interval so thatalready traces of smectic ordering might be present at the surface.
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-
-
-
30
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0001563812
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P.S. Pershan, A. Braslau, A.H. Weiss, and J. Als-Nielsen, Phys. Rev. A 35, 4800 (1987).
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Phys. Rev. A
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Pershan, P.S.1
Braslau, A.2
Weiss, A.H.3
Als-Nielsen, J.4
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