- Geometric methods in the elastic theory of membranes in liquid crystal phases
- Tác giả: Ou-Yang Zhong-Can, Liu Ji-Xing, Xie Yu-Zhang
- Nhà xuất bản: World Scientific - New Jersey
- Năm xuất bản: 1999
- Số trang:234 p.
- Kích thước:24 cm.
- Số đăng ký cá biệt:32240
- ISBN:9810232489
- Mã Dewey:530.429
- Đơn giá:0
- Vị trí lưu trữ:Tồn kho (03 Quang Trung)
- Ngôn ngữ:English
- Loại tài liệu:Sách Chuyên ngành
- Đang rỗi/ Tổng sách:1/1
- Từ khóa:Liquid crystal phases; Geometric methods
- Chủ đề: Liquid Crystals
- Chuyên ngành: Khoa Học Tự Nhiên
- Tóm tắt: Contains a comprehensive description of the mechanical equilibrium and deformation of membranes as a surface problem in differential geometry. Following the pioneering work by W. Helfrich, the fluid membrane is seen as a nematic or smectic - a liquid crystal film and its elastic enegy form is deduced exactly from the curvature elastic theory of the liquid crystals. With surface variation, the minimization of the energy at the fixed osmotical pressure and surface tension gives a surface equation in geometry that involves potential interest in mathematics. This text presents the results of the investigation into the solution of the equation that have been carried out by the authors.
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