Claims Analysis
Total Claims: 6
Claim 1
Independent Claim
119 words
A method for damping nutation in a spacecraft having a control system comprising thrusters and noise filters, by using a modified deadbeat thruster firing sequence, wherein the method comprises the steps: firing a first thruster pulse to linearize spacecraft motion; computing direction and duration of a second thruster pulse firing; allowing a momentum error to reach steady state through a short wait period having a duration of between six and ten seconds; firing the second thruster pulse in order to nutate the spacecraft to an origin point of desired on-orbit operation; waiting one-half of a nutation period as the spacecraft nutates to the origin; and firing a third thruster pulse to stop nutation when the spacecraft reaches the origin.
Claim 2
Independent Claim
119 words
A method for damping nutation in a spacecraft having a control system comprising thrusters and noise filters, by using a modified deadbeat thruster firing sequence, wherein the method comprises the steps: firing a first thruster pulse to linearize spacecraft motion; computing direction and duration of a second thruster pulse firing; allowing a momentum error to reach steady state through a short wait period having a duration of between six and ten seconds; firing the second thruster pulse in order to nutate the spacecraft to an origin point of desired on-orbit operation; waiting one-half of a nutation period as the spacecraft nutates to the origin; and firing a third thruster pulse to stop nutation when the spacecraft reaches the origin.
Claim 3
Independent Claim
140 words
A method for controlling transition from thruster control to momentum wheel control in a spacecraft by compensating for thruster losses in a nutational damping control system, wherein the method comprises the steps: generating empirical loss data for at least one thruster; characterizing the thruster loss data by a polynomial equation of the form: ##EQU3## where EPW is the electrical pulsewidth of the thruster, L is the loss coefficient, and n is a positive non-zero integer; solving extended pulsewidth times from the recursive equation: C(IPW) * L(EPW')=1 where EPW'=C(IPW) * IPW and C(IPW) is the compensation function of the idealized pulsewidth (IPW); quantizing the extended pulsewidth times using the function: EPW=INT((EPW'+1.0)/2.0) * 2.0; implementing the quantized extended pulsewidth times in the nutational damping control system; and firing thrusters by application of pulses of duration determined by the nutational damping control system.
Claim 4
Independent Claim
140 words
A method for controlling transition from thruster control to momentum wheel control in a spacecraft by compensating for thruster losses in a nutational damping control system, wherein the method comprises the steps: generating empirical loss data for at least one thruster; characterizing the thruster loss data by a polynomial equation of the form: ##EQU3## where EPW is the electrical pulsewidth of the thruster, L is the loss coefficient, and n is a positive non-zero integer; solving extended pulsewidth times from the recursive equation: C(IPW) * L(EPW')=1 where EPW'=C(IPW) * IPW and C(IPW) is the compensation function of the idealized pulsewidth (IPW); quantizing the extended pulsewidth times using the function: EPW=INT((EPW'+1.0)/2.0) * 2.0; implementing the quantized extended pulsewidth times in the nutational damping control system; and firing thrusters by application of pulses of duration determined by the nutational damping control system.
Claim 5
Dependent Claim
37 words
The method in claim 2, wherein the step for generating empirical thruster loss data comprises the substeps: operating the thrusters over a range of burn durations; and p1 recording thruster impulse as a function of burn duration.
Claim 6
Dependent Claim
17 words
The method of claim 3, wherein the range of burn durations extends from 0 to 64 msec.