洛伦兹场以纳德尔辐射的形式传递能量
Lorenz fields convey energy as Nadelstrahlung
摘要：
规范变换只保留特定的麦克斯韦场不变。为了揭示更多，我开发的叠加，源和unsourced，波函数潜力的洛伦兹场方程。在这个麦克斯韦形式的系统中，洛伦兹条件是电荷守恒。这允许我定义三个转换类来筛选Lorenz相关性。非规范，无规范函数，洛伦兹条件增加了极化场。这些使紧急的，光一样的辐射。从李萨如势中得到的是Nadelstrahlung。它像粒子一样在电荷守恒的渐进相位点传递能量。这种射线在现代麦克斯韦场中没有被发现，因为规范变换抑制了极化。
英文摘要：
Gauge transformations leave only specific Maxwell fields unchanged. To reveal more, I develop Lorenz field equations for superposed, sourced and unsourced, wave function potentials. In this Maxwell form system, the Lorenz condition is charge conservation. This allows me to define three transformation classes that screen for Lorenz relevance. Nongauge, sans gauge function, Lorentz conditions add polarization fields. These enable emergent, light-like radiation. That from Lissajous potentials is Nadelstrahlung. It conveys energy localized like particles at charge conserving, progressive phase points. Such rays escape discovery in modern Maxwell fields where gauge transformations suppress the polarizations.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
