论文标题
用于金属对逃生波和Casimir拼图的电磁响应的实验crucis
Experimentum crucis for electromagnetic response of metals to evanescent waves and the Casimir puzzle
论文作者
论文摘要
众所周知,使用LIFSHITZ理论在大分离上计算的Casimir力对于Drude或等离子体模型描述的金属的差异为2。我们认为,这种差异完全取决于横向电动波的贡献。考虑到缺乏有关金属对低频逃生波的电磁响应的实验信息,我们提出了一个实验,以测量在厚金属板上的真空中振动的磁性偶极子的磁场。根据我们的结果,该磁场的横向成分受横向电逃生波的控制,并且可能因描述计算中使用的板的介电和磁性偶极子的振荡频率的模型而变化。测量磁场的横向分量,以设计以1毫米线圈形式设计的磁性偶极子的典型参数,可以验证或解释Drude模型作为金属在低频逃生波范围内的响应函数。这将阐明位于Casimir难题的根源,即使用Drude模型的Lifshitz理论的理论预测与Casimir力在超过150 nm处的Casimir力的高精度测量矛盾。讨论了建议的实验对有关逃生波的光学和凝结物理学的广泛主题的可能含义。
It is well known that the Casimir force calculated at large separations using the Lifshitz theory differs by a factor of 2 for metals described by the Drude or plasma models. We argue that this difference is entirely determined by the contribution of transverse electric (s) evanescent waves. Taking into account that there is a lack of experimental information on the electromagnetic response of metals to low-frequency evanescent waves, we propose an experiment on measuring the magnetic field of an oscillating magnetic dipole spaced in vacuum above a thick metallic plate. According to our results, the lateral components of this field are governed by the transverse electric evanescent waves and may vary by orders of magnitude depending on the model describing the permittivity of the plates used in calculations and the oscillation frequency of the magnetic dipole. Measuring the lateral component of the magnetic field for typical parameters of the magnetic dipole designed in the form of 1-mm coil, one could either validate or disprove applicability of the Drude model as a response function of metal in the range of low-frequency evanescent waves. This will elucidate the roots of the Casimir puzzle lying in the fact that the theoretical predictions of the Lifshitz theory using the Drude model are in contradiction with the high-precision measurements of the Casimir force at separations exceeding 150 nm. Possible implications of the suggested experiment for a wide range of topics in optics and condensed matter physics dealing with evanescent waves are discussed.