电磁洛伦兹场
Electromagnetic Lorenz Fields
摘要：
规范变换是只保留特定麦克斯韦场不变的势变换。为了揭示更多，我开发的洛伦兹场方程与完整的麦克斯韦形式的nongauge，sans规范函数，变换产生混合，叠加延迟和外出，潜力。形式不变的洛伦兹条件则是电荷守恒等价的。这允许我定义三个转换类来筛选Lorenz相关性。非计量洛伦兹条件增加了极化场，它支持在电荷守恒相点上传递能量的出射的类光射线。这些局域化的射线在现代麦克斯韦场中没有被发现，在那里极化被规范变换所抑制。
英文摘要：
Gauge transformations are potential transformations that leave only specific Maxwell fields invariant. To reveal more, I develop Lorenz field equations with full Maxwell form for nongauge, sans gauge function, transformations yielding mixed, superposed retarded and outgoing, potentials. The form invariant Lorenz condition is then a charge conservation equivalent. This allows me to define three transformation classes that screen for Lorenz relevance. The nongauge Lorentz conditions add polarization fields which support emergent, light-like rays that convey energy on charge conserving phase points. These localized rays escape discovery in modern Maxwell fields where the polarizations are suppressed by gauge transformations.
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