Abstract
Recently a formula for the variance of the thermal voltage between the ends of a conductor has been proposed. We discuss this formula and present numerical values of theoretic voltage and power indicators for a selection of metals. The values obtained for copper are compared with some empirical data. AMS Subject Classification: 83B30, 83B31.References
E. Grycko, W. Kirsch, M. Könenberg, J. Li, T. Mühlenbruch, J. Rentmeister. Thermal noise in a modified Drude Model. Int J Pure Appl Math 2009; 54(4): 551-561.
E. Grycko, W. Kirsch, T. Mühlenbruch. Amplification of thermal noise by an electrostatic field. Int J Pure Appl Math 2010; 60(2): 187-192.
E. Grycko, W. Kirsch, T. Mühlenbruch. Some quantum mechanical evidence for the amplification of thermal noise in an electrostatic field. Int J Pure Appl Math 2011; 69(4): 437- 507.
E. Grycko, W. Kirsch, T. Mühlenbruch. On the thermal voltage signal in a virtual nano-conductor. Int J Pure Appl Math 2013; 87(2): 247-260. https://doi.org/10.12732/ijpam.v87i2.5
E. Grycko, W. Kirsch, T. Mühlenbruch. On the thermal angular momentum of the electron gas. Seminarberichte Mathematik, Band 2014; 86: 119-128.
K. Dembowski. Energy Harvesting for the microelectronics. VDE Verlag, Berlin, Offenbach 2011.
O. Kanoun, J. Wallaschek. Energy Harvesting. expert verlag, Renningen 2008.
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