Huygens' principle posits that every point on a wavefront acts as a new point source of waves, leading to the propagation of the wave through interference of secondary wavelets. While it serves as a useful model for understanding wave behavior, it has limitations, such as not accurately predicting evanescent waves and allowing for interference from waves propagating in opposite directions. The principle is integral to deriving the relationship between the Fourier transform of an aperture function and its far-field diffraction pattern, highlighting its relevance in diffraction theory. A more precise interpretation involves representing a wave as a sum of infinite plane waves with varying amplitudes. Overall, Huygens' principle is a foundational concept in wave theory, despite its idealized nature.