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Название: On the statistics of a three-dimensional gas of long thin rods
Автор: Katja Lakatos
A gas of long thin rods undergoes an order-disorder phase transition as a function of rod concentration. We have evaluated the critical concentration at which this first-order transition occurs using Onsager's hard-core interaction model. We obtain the nematic angular distribution function of rods in the ordered phase expanded in a series of Legendre polynomials.