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首页> 外文期刊>Pramana >Wavevector and frequency dependent dielectric function, dynamic structure factor and the instability of plasma , waves in two component hot rare quantum and classical plasmas quantum and classical plasma
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Wavevector and frequency dependent dielectric function, dynamic structure factor and the instability of plasma , waves in two component hot rare quantum and classical plasmas quantum and classical plasma

机译:波矢量和频率相关的介电函数,动态结构因数和等离子体的不稳定性,两组分热稀有量子和经典等离子体中的波量子和经典等离子体

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The full wavevector and frequency dependent complex dielectric function for two com- ponent classical and quantum rare hot plasmas have been derived. The real part of dielectric function is obtained in the form of a series. Diffence between quantum and classical real and imaginary parts of dielectric function have been brought out by making explicit calculations. The quantum nature of the plasma brings about significant changes in both parts depending upon the magnitude of quantum parameter, R (= 8.93(λth) /λ) . expressions for the dynamic structure factors for both two component classical and quantum plasma have been evaluted for different values of the mass of the positive component m+, tem- perature T+ and wavevector k. It is found that the plasma exhibits well defined collective modes for certain values of |k| accompanied by varying disorder which depends upon the values of m+ as well as on |k| and f+. For the quantum case the collective modes are less well defined as compared to the corresponding classical case, thus proving that quantum nature introduces inherent disorder in the system. lnstability pf pasma modes in the presence of constant electric field has also been worked out for the quantum casee.
机译:推导了两种成分的经典和量子稀有热等离子体的全波矢和频率相关的复介电函数。介电函数的实部以序列的形式获得。通过进行显式计算,可以得出介电函数的量子与经典实部和虚部之间的差异。等离子体的量子性质导致两个部分的变化很大,这取决于量子参数R(= 8.93(λth)/λ)的大小。对于正分量m +,温度T +和波矢k的质量的不同值,已经评估了两种经典和量子等离子体的动态结构因子的表达式。发现对于某些| k |值,等离子体表现出定义良好的集体模式。伴随着变化的无序,这取决于m +以及| k |的值和f +。对于量子情况,与相应的经典情况相比,集体模式的定义不太明确,因此证明了量子性质在系统中引入了固有的无序性。还已经为量子情况确定了在恒定电场存在下的pf等离子体模式的不稳定性。

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