Ache At

  • April 2020
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ε 

= specific mechanical energy

ω  = argument of periapsis ( ∠ between n and e) A  = apoapsis ∆f = π    β = 0 P  = periapsis ∆f > π    β < 0 a  = semi­major axis ∆f < π    β > 0 b  = semi­minor axis  α < π , when F* not encircled n  = node vector e  = eccentricity e  = periapsis direction i  = inclination ( ∠ between Kand h) Ω  = longitude of the ascending node ( ∠ between I and n) T / TP  = time of periapsis passage / orbit period   ∏ = longitude of periapsis M  = mean anomaly E  = eccentric anomaly n  = mean motion  p  = parameter / semi­latus rectum µ  = gravitational parameter µ e = laplace vector µ  = heliocentric gravitational parameter (sun) f                 = true anomaly / polar angle ( ∠ between r and e)

φ  = flight path angle h  = specific angular momentum h  = magnitude of h fO  = true anomaly at epoch  uO  = argument of latitude at epoch  lO = true longitude at epoch aMIN        ­ semi­major axis of minimum energy trajectory ∆ = aim radius s = semi­perimeter α & β        = Lagrange parameters V∞­             = inbound (pre­flyby) hyperbolic excess speed V∞+            = outbound (post­flyby) hyperbolic excess speed δ = turning angle rP = grazing radius / radius at periapsis rA = radius at apoapsis c = chord ∆f = change in true anomaly 

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