Gravitational waves are a product of Einstein\u27s Theory of General Relativity. These waves are produced by high energy events, such as collapsing supernova, high mass binary systems, and more. This waves travel through space time unimpeded by obstacles such as dust, and thereby present a unique opportunity to study phenomena that are obstructed by dust and other materials. However, gravitational waves are hard to detect since they only exert a small effect on space time. Gravitational waves also come in polarizations, like light waves. We plan to prove that two polarizations coming from the same source can only be separated by up to one fourth of the period of the waves. We will do this by deriving the relationship through the Quadrupole Expansion, and by checking numerically if simulated waves obey this relationship
