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Molecular Crystals and Liquid Crystals Science and Technology. Section A. Molecular Crystals and Liquid Crystals Volume 213, 1992 - Issue 1
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Original Articles

The Use of Simple Sugars for the Synthesis of Chiral Monophilic Liquid Crystals

V. Vill Institut für Organische Chemie, Universität Hamburg, Martin-Luther-King Platz 6, D-2000, Hamburg 13, Germany
,
F. Bachmann Institut für Organische Chemie, Universität Hamburg, Martin-Luther-King Platz 6, D-2000, Hamburg 13, Germany
,
J. Thiem Institut für Organische Chemie, Universität Hamburg, Martin-Luther-King Platz 6, D-2000, Hamburg 13, Germany
,
I. F. Pelyvas Research Group for Antibiotics of the Hungarian Academy of Sciences, P.O. Box 70, H-4010, Debrecen, Hungary
&
P. Pudlo Organisch-Chemisches Institut, Westfälische Wilhelms-Universität, Orléans-Ring 23, D-4400, Münster, Germany
Pages 57-65 | Received 09 Jul 1991, Published online: 24 Sep 2006

Citations (15)

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F. Guittard, P. Sixou & A. Cambon. (1997) Comparison of the Mesomorphic Properties Between Substituted Schiff's Bases Incorporating a Linear Hydrocarbon or Fluorinated Tail. Molecular Crystals and Liquid Crystals Science and Technology. Section A. Molecular Crystals and Liquid Crystals 308:1, pages 83-92.
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HansR. Kricheldorf. (1997) “Sugar Diols” as Building Blocks of Polycondensates. Journal of Macromolecular Science, Part C 37:4, pages 599-631.
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V.S. Bezborodov, V.F. Petrov & V.I. Lapanik. (1996) Liquid crystalline oxygen containing heterocyclic derivatives. Liquid Crystals 20:6, pages 785-796.
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Articles from other publishers (12)

S. Abraham, S. Paul, G. Narayan, S. K. Prasad, D. S. S. Rao, N. Jayaraman & S. Das. (2005) Observation of a Chiral Smectic Phase in Azobenzene-Linked Bolaamphiphiles Containing Free Sugars. Advanced Functional Materials 15:10, pages 1579-1584.
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Xiaohong Cheng, Malay Kumar Das, Siegmar Diele & Carsten Tschierske. (2002) Influence of Semiperfluorinated Chains on the Liquid Crystalline Properties of Amphiphilic Polyols:  Novel Materials with Thermotropic Lamellar, Columnar, Bicontinuous Cubic, and Micellar Cubic Mesophases. Langmuir 18:17, pages 6521-6529.
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Thies Thiemann & Volkmar Vill. 1998. Handbook of Liquid Crystals. Handbook of Liquid Crystals 87 113 .
D. Demus, J. Goodby, G. W. Gray, H.‐W. Spiess & V. VillThies Thiemann & Volkmar Vill. 1998. Handbook of Liquid Crystals Set. Handbook of Liquid Crystals Set 87 113 .
V. Vill. 1995. Transition Temperatures and Related Properties of Four-Ring Systems, Five-Ring Systems, and More than Five Rings. Transition Temperatures and Related Properties of Four-Ring Systems, Five-Ring Systems, and More than Five Rings 571 589 .
V. Vill. 1995. Transition Temperatures and Related Properties of Four-Ring Systems, Five-Ring Systems, and More than Five Rings. Transition Temperatures and Related Properties of Four-Ring Systems, Five-Ring Systems, and More than Five Rings 425 449 .
V. Vill. 1995. Transition Temperatures and Related Properties of Three-Ring Systems with Two Bridging Groups. Transition Temperatures and Related Properties of Three-Ring Systems with Two Bridging Groups 587 612 .
V. Vill. 1995. Transition Temperatures and Related Properties of Three-Ring Systems with Two Bridging Groups. Transition Temperatures and Related Properties of Three-Ring Systems with Two Bridging Groups 425 449 .
V. Vill. 1994. Transition Temperatures and Related Properties of Three-Ring Systems with One Bridging Group. Transition Temperatures and Related Properties of Three-Ring Systems with One Bridging Group 498 527 .
V. Vill. 1994. Transition Temperatures and Related Properties of Three-Ring Systems with One Bridging Group. Transition Temperatures and Related Properties of Three-Ring Systems with One Bridging Group 425 449 .
V. Vill. 1994. Transition Temperatures and Related Properties of Three-Ring Systems with One Bridging Group. Transition Temperatures and Related Properties of Three-Ring Systems with One Bridging Group 400 424 .
V. Vill. 1994. Transition Temperatures and Related Properties of Three-Ring Systems with One Bridging Group. Transition Temperatures and Related Properties of Three-Ring Systems with One Bridging Group 275 299 .

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