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arXiv quant-ph/0311094quant-phhep-ph
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金属Casimir力的温度依赖性

Temperature Dependence of the Casimir Force for Metals

I. Brevik, J. B. Aarseth, J. S. Hoye, K. A. Milton

摘要:

从平行板间Casimir力的Lifshitz公式出发,我们计算了两种不同设置下的力之差,一种设置下的温度为$T_1=350$ K,另一种设置下的温度为$T_2=300$ K。我们选用金作为材料,利用德鲁德色散关系。我们的结果用图表表示出来,应该可以直接与实验相比较。由于基于等离子体色散关系的类似计算会导致不同的理论力差,因此这种实验将是决定性的测试。我们还提出了一个类似的计算的情况下,当两个板被替换为球板系统,仍然与黄金作为材料在两个机构。假设球体很大,因此邻近定理成立。讨论了与热力学第三定律的一致性和表面阻抗法的有效性。

英文摘要:

Starting from the Lifshitz formula for the Casimir force between parallel plates we calculate the difference between the forces at two different settings, one in which the temperature is $T_1=350$ K, the other when $T_2=300$ K. As material we choose gold, and make use of the Drude dispersion relation. Our results, which are shown graphically, should be directly comparable to experiment. As an analogous calculation based upon the plasma dispersion relation leads to a different theoretical force difference, an experiment of this kind would be a decisive test. We also present an analogous calculation for the case when the two plates are replaced with a sphere-plate system, still with gold as material in both bodies. The sphere is assumed so large that the proximity theorem holds. Discussion of the consistency with the third law of thermodynamics and the validity of the surface impedance approach is provided.

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