Problem 2 The following figure shows two satellites in Earth orbits: Satellite A is in a circular orbit with an altitude of 9,622 km , while Satellite B is in an elliptical orbit with an apogee altitude of 9,622 km . At the instant shown in Figure P2, Satellite B is passing through the apogee while Satellite A is ahead of Satellite B with an angular separation of 120deg

Applications and Investigations in Earth Science (9th Edition)
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Author:Edward J. Tarbuck, Frederick K. Lutgens, Dennis G. Tasa
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Satellite A
120°
Satellite B
Problem 2 The following figure shows two satellites in Earth orbits: Satellite
A is in a circular orbit with an altitude of
9, 622 km
while Satellite B is in an elliptical orbit with an apogee altitude of
9,622 km
. At the instant shown in Figure P2, Satellite B is passing through the
apogee while Satellite A is ahead of Satellite B with an angular separation
of
120deg
Determine the perigee altitude of the elliptical orbit so that Satellites A and
B occupy the same radial position when Satellite A firstly arrives the apogee
point (in other words, Satellites A and B perform a rendezvous maneuver at
apogee of satellite B).
Transcribed Image Text:Satellite A 120° Satellite B Problem 2 The following figure shows two satellites in Earth orbits: Satellite A is in a circular orbit with an altitude of 9, 622 km while Satellite B is in an elliptical orbit with an apogee altitude of 9,622 km . At the instant shown in Figure P2, Satellite B is passing through the apogee while Satellite A is ahead of Satellite B with an angular separation of 120deg Determine the perigee altitude of the elliptical orbit so that Satellites A and B occupy the same radial position when Satellite A firstly arrives the apogee point (in other words, Satellites A and B perform a rendezvous maneuver at apogee of satellite B).
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