Planar wavefronts are defined as spatially coherent, but their temporal coherence is not guaranteed. The discussion highlights that while a planar wavefront can maintain spatial coherence, it does not inherently require temporal coherence. The wave function E(r) = E0exp(±ik·r) is identified as a wave function rather than a wave equation, indicating a lack of time dependence. The relationship between spatial and temporal coherence in planar wavefronts remains a key point of inquiry. Ultimately, planar wavefronts can exist without being equidistant in time, suggesting that temporal coherence is not a necessity.