Tracking system for tracking targets with a spacecraft
First Claim
1. A tracking system for tracking a target with a spacecraft, comprising:
- at least one integral pulse frequency modulation reaction jet control system for tracking the target with small tracking errors,said at least one reaction jet control system comprising;
a) means for utilizing target trajectory data (rT) and spacecraft trajectory data (rS) to determine line of sight trajectory data lI ; and
line of sight rate lI ;
b) means for determining spacecraft attitude command (Θ
C) and rate command (ω
C) utilizing said lI and said lI ;
c) means for utilizing said (Θ
C) and (ω
C) in conjunction with actual attitude signals (Θ
) and rate signals (ω
) of said spacecraft for determining spacecraft attitude error (Θ
e) and error (ω
e);
d) means for multiplying said ω
e with a diagonal rate gain matrix (KD), and adding the resultant value, KD ω
e, to said Θ
e to provide a combined error e;
e) means for integrating said e and comparing the integrated combined error (eI) with a threshold vector (AI), jets of said spacecraft being turned on about an axis if the corresponding element of said (eI) exceeds the corresponding element of said AI, said previous steps being repeated if any element of said AI exceeds the corresponding element of said eI ; and
f) means for zeroing any element of eI whenever it exceeds the corresponding element of AI and starting its integration afresh, repeating the above steps.
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Accused Products
Abstract
This invention comprises the use of integral pulse frequency modulation (IPFM) reaction jet controllers for multi-axis precision tracking of moving objects with flexible spacecraft, and vibration suppression. Two sets of position, rate and accelertion command profiles for multi-axis tracking are disclosed: one for a payload initially facing the zenith and the commands based on a pitch-roll sequence; the other for a payload facing the nadir and the commands based on a roll-pitch sequence. The procedure for designing an IPFM controller for tracking a given, inertial acceleration command profile is disclosed. Important elastic modes of a spacecraft are identified according to their spontaneous attitude and rate response to the minimum impulse bit of the thrusters. The stability of the control-structure interaction is shown to be governed by the ratio of the moments of inertia of the flexible to the rigid portions of the spacecraft. If this ratio is below unity for any axis, the spacecraft is stable; otherwise, not. The stability inequality for symmetric elastic modes, when they induce attitude motion because of a moment arm from the vehicle mass center, is formulated.
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Citations
10 Claims
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1. A tracking system for tracking a target with a spacecraft, comprising:
-
at least one integral pulse frequency modulation reaction jet control system for tracking the target with small tracking errors, said at least one reaction jet control system comprising; a) means for utilizing target trajectory data (rT) and spacecraft trajectory data (rS) to determine line of sight trajectory data lI ; and
line of sight rate lI ;b) means for determining spacecraft attitude command (Θ
C) and rate command (ω
C) utilizing said lI and said lI ;c) means for utilizing said (Θ
C) and (ω
C) in conjunction with actual attitude signals (Θ
) and rate signals (ω
) of said spacecraft for determining spacecraft attitude error (Θ
e) and error (ω
e);d) means for multiplying said ω
e with a diagonal rate gain matrix (KD), and adding the resultant value, KD ω
e, to said Θ
e to provide a combined error e;e) means for integrating said e and comparing the integrated combined error (eI) with a threshold vector (AI), jets of said spacecraft being turned on about an axis if the corresponding element of said (eI) exceeds the corresponding element of said AI, said previous steps being repeated if any element of said AI exceeds the corresponding element of said eI ; and f) means for zeroing any element of eI whenever it exceeds the corresponding element of AI and starting its integration afresh, repeating the above steps. - View Dependent Claims (2, 3, 4, 5)
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6. A tracking system for tracking a target with a spacecraft, comprising:
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at least one integral pulse frequency modulation reaction jet control system for tracking the target with small tracking errors, said at least one reaction jet control system, comprising a single reaction jet control system for single-axis slew, said single reaction jet control system, comprising; a) means for determining instantaneous time-and-fuel-optimal position command (Θ
c) and rate command ω
c about a slew axis;b) means for utilizing said Θ
c and ω
c in conjunction with an actual attitude signal (Θ
) and rate signal (ω
) of said spacecraft about the axis under consideration, for determining attitude error Θ
e and rate error ω
e ;c) means for multiplying said ω
e with a rate gain KD, and adding the resulting value KD ω
e to said Θ
e to provide a combined error e;d) means for integrating said e and comparing the integrated combined error eI with a threshold AI, jets of said spacecraft being turned on about the slew axis if AI exceeds |eI |, the sign of the torque being the same as the sign of eI, said previous steps being repeated if AI exceeds |eI |; and e) means for zeroing eI when |eI | exceeds the threshold AI and starting its integration afresh, repeating the above steps, said Θ
c and ω
c about the other two axes of the spacecraft being zeroed. - View Dependent Claims (7)
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8. A tracking system for tracking a target with a spacecraft, comprising:
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at least one integral pulse frequency modulation reaction jet control system for tracking the target with small tracking errors, wherein said spacecraft has a flexible portion, said spacecraft being modeled by quantifying the importance of each vehicle elastic mode by the following criteria;
space="preserve" listing-type="equation">Δ
Θ
.sub.μ
=Φ
.sub.μ
Φ
.sub.μ
eq T.sub.c τ
.sub.w(
1)
space="preserve" listing-type="equation">Δ
Θ
.sub.μ
=Φ
.sub.μ
Φ
.sub.μ
,eq T.sub.c τ
.sub.w /ω
.sub.μ
(
2)wherein Δ
Θ
.sub.μ
is the spontaneous attitude response and Δ
Θ
.sub.μ
is the attitude rate response arising from μ
-th vehicle elastic mode excited by the minimum impulse Tc τ
w of the thrusters, and whereinTc =control torque produced by the thrusters τ
w =minimum pulse width of the thrustersΦ
.sub.μ
=the slope of the mode μ
contributing to the spacecraft attitude Θ
as measured by a gyro ##EQU19## =equivalent modal slope at the thruster locations χ
.sub.μ
j =μ
-th translational modal coefficient at the j-th thruster locationω
.sub.μ
=frequency of μ
-th modeaj =unit vector along the force of the j-th thruster leq =equivalent moment arm corresponding to all thrusters firing simultaneously to produce the torque Tc =fleq fj =force vector produced by j-th thruster, fj =aj f f=|fj | ##EQU20## =summation over all j-th thrusters firing simultaneously to produce the torque Tc,j critical modes being selected based on dominant Δ
Θ
.sub.μ
. - View Dependent Claims (9, 10)
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Specification