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Biaxial nematic / Thermotropic crystal / Liquid crystals / Matter / Condensed matter physics


Biaxial defect cores in nematic equilibria: an asymptotic result by Apala Majumdar
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Document Date: 2013-01-04 11:24:46


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City

Rome / Santiago / London / Boston / New York / Paris / Oxford / /

Company

LG / V. Vitelli A. S. / Nematic LC / Bain / /

Country

Chile / /

Facility

University of Oxford / University of Bath / Oxford Centre / King Abdullah University of Science / Collaborative Applied Mathematics Mathematical Institute / /

IndustryTerm

thermotropic energy density fB / energy quantization result / bi-structured porous media / display applications / energy bound / micellar surfactant solutions / thermotropic energy / thermotropic energy density / energy dissipation / optical devices / mathematical tools / dimensionless energy / realistic uniaxial solutions / elastic energy density / higher energy phase / liquid crystalline systems / re-scaled energy / condensed matter systems / energy minimizers / energy bounds / energy concentration / smooth solution / analytic solution / anisotropic elastic energy densities / analytic machinery / macro-molecular and colloidal systems / energy / energy minimizer / /

Organization

Oxford Centre / King Abdullah University of Science and Technology / University of Bath / Bath / Collaborative Applied Mathematics Mathematical Institute / Apala Majumdar Department of Mathematical Sciences / Oxford Center for Collaborative Applied Mathematics / University of Oxford / /

Person

Harvey Marsh Osborne Pathmanathan / Cooper Corrias Davit / Bell Preziosi / Connor Cooper Byrne Maini McKeever / Adriano Pisante Duvan Henao / Dunn Fletcher Harvey Marsh Osborne / Zhu Gu Liu / A. Fernandez-Nieves / V / Howell Penfold Thomas Tucker Petkov / /

Position

Rt / /

Product

Einstein / /

ProgrammingLanguage

C++ / /

ProvinceOrState

British Columbia / New York / /

Technology

optical fibre / /

URL

www.maths.ox.ac.uk/occam / /

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