Law and Equation of Interplanetary Relationship and its Applications

Abstract

In classical theory, it is believed that physical characteristics of a planet like the axial tilt, the orbit radius, and the rotation period are independent quantities, meaning they are not directly related to each other. However, this paper will discuss a simple yet elegant equation that shows all these quantities are interlinked. The Interplanetary Relationship equation shows that for a planet, the ratio of axis tilt to the product of orbit radius and rotation period is a constant. The value of this constant is the topic of further discussion in the paper. The equation is a subject of beauty, as it relates quantities that seem to be independent of each other. The law and its equation have various applications, which will be discussed further in the paper and improve our understanding of the solar system.