Flight Path Angle
The flight path angle is the angle between the orbiting body's velocity vector (= the vector tangent to the instantaneous orbit) and the local horizontal. Under standard assumptions the flight path angle satisfies the equation:
where:
- is the specific relative angular momentum of the orbit,
- is orbital speed of orbiting body,
- is radial distance of orbiting body from central body,
- is the flight path angle
Read more about this topic: Elliptic Orbit
Famous quotes containing the words flight, path and/or angle:
“it pleaseth me when I see through the meadows
The tents and pavilions set up, and great joy have I
When I see o’er the campana knights armed and horses arrayed.
And it pleaseth me when the scouts set in flight the folk with
their goods;
And it pleaseth me when I see coming together after them an host of
armed men.”
—Bertrans De Born (fl. 12th century)
“Childhood is an adventure both for children and for their parents. There should be freedom to explore and joy in discovery. The important discoveries for both parents and children seldom come at the points where the path is smooth and straight. It is the curves in that path to adventure that make the trip interesting and worthwhile.”
—Lawrence Kutner (20th century)
“I fly in dreams, I know it is my privilege, I do not recall a single situation in dreams when I was unable to fly. To execute every sort of curve and angle with a light impulse, a flying mathematics—that is so distinct a happiness that it has permanently suffused my basic sense of happiness.”
—Friedrich Nietzsche (1844–1900)