Cross-Linked Liquid Crystalline Systems
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Product details
- ISBN 9780367383107
- Weight: 453g
- Dimensions: 156 x 234mm
- Publication Date: 21 Oct 2019
- Publisher: Taylor & Francis Ltd
- Publication City/Country: GB
- Product Form: Paperback
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Liquid crystal displays were discovered in the 1960s, and today we continue to enjoy the benefits of that fundamental discovery and its translation into a wide variety of products. Like liquid crystals, polymers are unusual materials, and have similarly enjoyed a great deal of research attention because of their vast applications and uses and complex fundamental properties. The combination of liquid crystal and polymer properties produces a broad array of new effects—spanning from densely crosslinked, rigid polymer networks to weakly crosslinked elastomers—that are not simply manifestations of either native liquid crystals or polymers alone.
Cross-Linked Liquid Crystalline Systems brings together liquid crystal and polymer systems and their variations. The field, much like traditional liquid crystals, is one of an interdisciplinary nature with a broad spectrum, from the very fundamental questions of nature to a myriad of practical uses. There seems to be no shortage of unusual properties and far-reaching applications in densely crossed-linked liquid crystal systems and liquid crystal elastomers. These systems provide a rich new avenue for both fundamental and applied research and continue to fascinate scientists and engineers. Specifically, this book covers:
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- Cross-linked networks created from reactive mesogen materials
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- Manipulation of liquid crystalline by external constraints
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- Advances in liquid crystal display screen technology
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- Physical and electromagnetic properties of elastomers and magnetic gels
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- Computer simulations and theory of liquid crystal polymeric networks and elastomers
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- Side-on nematic liquid-crystalline elastomers for artificial muscle applications
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Liquid crystal display technology has driven much of the fundamental research in crosslinked liquid crystalline systems. The systems’ ability to enforce three-di
