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广义洛伦兹磁力具有普适性,它能全面解释电磁感应的物理过程
引用本文:曾清平,孙知建,金加根.广义洛伦兹磁力具有普适性,它能全面解释电磁感应的物理过程[J].大学物理实验,2013(6):15-23.
作者姓名:曾清平  孙知建  金加根
作者单位:空军(雷达)预警学院,湖北武汉430010
基金项目:国家自然科学基金项目(F010601)
摘    要:本文将综合论证指出:广义洛伦兹磁力具有普适性,它能全面解释电磁感应的物理过程;无论是静态场,或是时变场,都是洛伦兹磁场力的作用结果.①电波反射是广义洛伦兹磁力的应用,②广义洛伦兹磁力使线圈产生“反电动势”,③接收天线上的信号形成是广义洛伦兹磁力的作用结果,④磁力线静止而导体转动情况的经典洛伦兹磁力的应用,⑤导体静止而磁铁携带磁力线转动情况是广义洛仑兹磁力的应用,⑥磁发电机是广义洛伦滋磁力的应用,⑦变压器的变压原理是广义洛伦滋磁力的应用⑧铁芯中形成涡电流是广义洛伦滋磁力的应用.故,“磁生电”的真实原因是:金属电子在广义洛伦兹磁力的作用下的流动而形成Ic,却不是法拉第-麦克斯韦-爱因斯坦他们在自由空间里虚构的位移电流Ia.或,基于唯物主义自然观,联系电磁感应的物质是洛伦兹的金属电子,却不是法拉第-麦克斯韦-爱因斯坦他们的真空以太.

关 键 词:磁铁携带磁场运动  时变磁场辐射运动  广义洛伦兹磁力  普适性

Generalized Lorentz Magnetic Force Has General Nature,It Can Fully Explain the Physics of Electromagnetic Induction Process
ZENG Qing-ping,SUN Zhi-jian,JIN Jia-gen.Generalized Lorentz Magnetic Force Has General Nature,It Can Fully Explain the Physics of Electromagnetic Induction Process[J].Physical Experiment of College,2013(6):15-23.
Authors:ZENG Qing-ping  SUN Zhi-jian  JIN Jia-gen
Institution:(Air (Radar) Warning College, Hubei Wuhan 430010)
Abstract:This paper argues that. generalized Lorenz magnetic is universal, it can fully explain the physical process of electromagnetic induction; either the static field,or time-varying field,is the results of Lorenz force. Namely, the metal electrons in the generalized Lorenz magnetic F2 (or F1) effect, the flow of electric charge and the formation of induced current. Or, contact electromagnetic induction ma- terial is metal electronic Lorenz, but not Faraday-Maxwell-Einstein (free space). Therefore, "the real reason magnetic power" is. the flow of metal in the generalized Lorenz under the action of the magnetic force and the formation of Ic,but not Faraday-Maxwell-Einstein their fictional in free space displace- ment current Id. Or, based on the natural view of materialism, contact electromagnetic induction mate- rial is metal electronic Lorenz, but not Faraday-Maxwell-Einstein their vacuum Ethernet.
Keywords:magnet with magnetic field  a time-varying magnetic field radial motion  generalized Lorenzmagnetic  universality
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