this post was submitted on 22 Apr 2025
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You know I learned all that calculus and never learned how it applies to orbits. Can someone connect the dots for me? (In a little more detail than calculus is rates of change.)
in simplification, you could derive that curvature of the orbit is basically the force between objects, with radius, from the centre of mass. Once you know curvature at a point, you ca define a series of curves fitting, and substitute with other postions to find all constants. And what is curvature? you can find online, that curvature is just a function of second order derivative, and you just have to solve a second degree differential equation.