Normal & Radial Burns | KSP Let's Do The Math
Channel: Mike Aben
Date: 2017-10-20

What are normal and radial burns for, and where's the best place to perform them?  I also develop a formula for calculating the delta-v cost of an inclination change and show how to use it.

Correction: At 1:21 I state that the radial vector is perpendicular to the prograde vector and points towards parent body. Though it is perpendicular to prograde, it actually points to the center of the ellipse.

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