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Quantum Theory of Mesoscopic Fractional Electric Fields in a Cavity of Viscous Medium
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作者 Saleem Iqbal Salma Jabeen +1 位作者 Farhana Sarwar Syed Mohsin Raza 《World Journal of Condensed Matter Physics》 CAS 2016年第1期39-44,共6页
With conjecture of fractional charge quantization (quantum dipole/multiple moments), Fourier transform stretching, twisting and twigging of an electron quanta and waver strings of electron quanta, the mathematical exp... With conjecture of fractional charge quantization (quantum dipole/multiple moments), Fourier transform stretching, twisting and twigging of an electron quanta and waver strings of electron quanta, the mathematical expressions for mesoscopic fractional electron fields in a cavity of viscous medium and the associated quantum dielectric susceptibility are developed. Agreement of this approach is experimentally evidenced on barite and Fanja site molecular sieves. These findings are in conformity with experimental results of 2012 Physics Nobel prize winning scientists, Serge Haroche and David J. Wineland especially for cavity quantum electro-dynamics electron and its associated mesoscopic electric fields. The mover electron quanta strings lead to warping of space and time following the behaviour of quantum electron dynamics. 展开更多
关键词 Mesoscopic Fractional Electric Fields quantum dielectric susceptibility Giant Magneto Resistance (GMR) Fourier Transform (FT) Woven Strings of Electron Quanta Warping of Space and Time Following QED (quantum Electrodynamics)
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先兆性铁电体中量子涨落及介电常数的计算
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作者 吴华 蒋青 《铁道师院学报》 2002年第4期11-15,共5页
通过简谐振动的二次量子化表示形式讨论了钙钛矿型先兆性铁电体中的量子涨落,从而运用平均场近似下的软模理论导出了直至0K附近的介电常数的表达式。
关键词 先兆性铁电体 量子涨落 介电常数 极化率 二次量子化 平均场近似
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