[{"isi":"1","citation":{"apa":"Yang, Y., Luo, K. F., Schmidt, C., &#38; Peter, C. (2002). Solitons and production of defects in flow-aligning nematic liquid crystals under simple shear flow. <i>Progress in Natural Science</i>, <i>12</i>, 188–197.","ieee":"Y. Yang, K. F. Luo, C. Schmidt, and C. Peter, “Solitons and production of defects in flow-aligning nematic liquid crystals under simple shear flow,” <i>Progress in Natural Science</i>, vol. 12, pp. 188–197, 2002.","chicago":"Yang, Yuliang, K. F. Luo, Claudia Schmidt, and Christine Peter. “Solitons and Production of Defects in Flow-Aligning Nematic Liquid Crystals under Simple Shear Flow.” <i>Progress in Natural Science</i> 12 (2002): 188–97.","short":"Y. Yang, K.F. Luo, C. Schmidt, C. Peter, Progress in Natural Science 12 (2002) 188–197.","mla":"Yang, Yuliang, et al. “Solitons and Production of Defects in Flow-Aligning Nematic Liquid Crystals under Simple Shear Flow.” <i>Progress in Natural Science</i>, vol. 12, 2002, pp. 188–97.","ama":"Yang Y, Luo KF, Schmidt C, Peter C. Solitons and production of defects in flow-aligning nematic liquid crystals under simple shear flow. <i>Progress in Natural Science</i>. 2002;12:188-197.","bibtex":"@article{Yang_Luo_Schmidt_Peter_2002, title={Solitons and production of defects in flow-aligning nematic liquid crystals under simple shear flow}, volume={12}, journal={Progress in Natural Science}, author={Yang, Yuliang and Luo, K. F. and Schmidt, Claudia and Peter, Christine}, year={2002}, pages={188–197} }"},"external_id":{"isi":["000174285200007"]},"status":"public","_id":"35402","page":"188-197","volume":12,"user_id":"466","publication":"Progress in Natural Science","extern":"1","abstract":[{"lang":"eng","text":"The production of defects in flow-aligning nematic liquid crystals under simple shear flow is analyzed by linear stability analysis based on Leslie-Ericksen theory. It is pointed out that the equation of motion of the nematic director under simple shear flow conforms to the driven over-damped sine-Gordon equation and has a soliton solution of amplitude pi. It has also been shown that the stationary state with the director uniformly oriented at a Leslie angle is only a metastable state and that the potential, which governs the motion of the director, has infinite numbers of stable stationary states. Therefore, the defects, appearing as a stable solitary solution, can be nucleated from a uniformly aligned flow-aligning type of nematic liquid crystal by shear flow. On the other hand, the bands with long axis parallel to the vorticity axis, appearing as an unstable-solution, can be observed as transient patterns at tow shear rate and low shear strain value, The theoretical predictions are compared with previous experimental observations."}],"date_created":"2023-01-06T19:24:36Z","department":[{"_id":"2"},{"_id":"315"}],"type":"journal_article","keyword":["nematic liquid crystalsdefectssolitons"],"author":[{"full_name":"Yang, Yuliang","last_name":"Yang","first_name":"Yuliang"},{"first_name":"K. F.","last_name":"Luo","full_name":"Luo, K. F."},{"id":"466","first_name":"Claudia","last_name":"Schmidt","orcid":"0000-0003-3179-9997","full_name":"Schmidt, Claudia"},{"last_name":"Peter","first_name":"Christine","full_name":"Peter, Christine"}],"publication_identifier":{"issn":["1002-0071"]},"title":"Solitons and production of defects in flow-aligning nematic liquid crystals under simple shear flow","year":"2002","intvolume":"        12","date_updated":"2023-01-07T11:19:10Z","language":[{"iso":"eng"}]}]