Monopulse signal processor and method using same
First Claim
Patent Images
1. In a monopulse signal processing system of the type which receives an in-phase difference signal (Δ
-
I) and a quadrature difference signal (Δ
Q) in a first coordinate and an in-phase sum signal (Σ
I) and a quadrature sum signal (Σ
Q), all derived from an antenna system and which provides target tracking information with respect to a target which is a source of at least some of the energy in said received signals and in the process converts each of said received signals to a series of digital signals, each representative of an instantaneous amplitude of that received signal and derives from those digital signals a first monopulse ratio signal which corresponds to the angle in said first coordinate between the receive beam axis of said antenna system and a line to said target, and said system is of the type which includes means responsive to said Σ
I and Σ
Q digital signals for providing a digital signal α
which is the sum of their squares (Σ
I2 +Σ
Q2), means responsive to said Σ
I, Σ
Q, Δ
I and Δ
Q digital signals for providing a digital signal γ
which is the sum of the product of said Σ
I and Δ
I signals and the product of said Σ
Q and Δ
Q signals (Σ
I Δ
I +Σ
Q Δ
Q), the improvement comprising;
means responsive to said Δ
I and Δ
Q digital signals for providing a digital signal β
which is the sum of their squares (Δ
I2 +Δ
Q2); and
means for deriving said first monopulse ratio signal from said α
, β and
γ
digital signals.
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Abstract
A monopulse signal processor provides target monopulse ratios and thus target angles having an improved accuracy in those situations where a low signal-to-noise ratio subsists and the monopulse ratio is derived from a sequence of pulses. The monopulse ratio value is determined by: ##EQU1## and ΣIi is the in-phase component of the sum signal for the ith pulse, ΣQi is the quadrature component of the sum signal for the ith pulse, ΔIi is the in-phase component of the difference signal for the ith pulse, and Δ.sub.Ωi is the quadrature component of the difference signal for the ith pulse.
21 Citations
9 Claims
-
1. In a monopulse signal processing system of the type which receives an in-phase difference signal (Δ
-
I) and a quadrature difference signal (Δ
Q) in a first coordinate and an in-phase sum signal (Σ
I) and a quadrature sum signal (Σ
Q), all derived from an antenna system and which provides target tracking information with respect to a target which is a source of at least some of the energy in said received signals and in the process converts each of said received signals to a series of digital signals, each representative of an instantaneous amplitude of that received signal and derives from those digital signals a first monopulse ratio signal which corresponds to the angle in said first coordinate between the receive beam axis of said antenna system and a line to said target, and said system is of the type which includes means responsive to said Σ
I and Σ
Q digital signals for providing a digital signal α
which is the sum of their squares (Σ
I2 +Σ
Q2), means responsive to said Σ
I, Σ
Q, Δ
I and Δ
Q digital signals for providing a digital signal γ
which is the sum of the product of said Σ
I and Δ
I signals and the product of said Σ
Q and Δ
Q signals (Σ
I Δ
I +Σ
Q Δ
Q), the improvement comprising;means responsive to said Δ
I and Δ
Q digital signals for providing a digital signal β
which is the sum of their squares (Δ
I2 +Δ
Q2); andmeans for deriving said first monopulse ratio signal from said α
, β and
γ
digital signals. - View Dependent Claims (2, 3, 4, 5, 6)
-
I) and a quadrature difference signal (Δ
-
7. A monopulse method of processing received radio signals to provide a signal ρ
- which is a measure of the angle in a first coordinate between the receive beam axis of an antenna and a line to a target from which the antenna receives energy, said method comprising the steps of;
(a) processing signals received from said antenna to provide digital signals representative of the instantaneous amplitudes of in-phase and quadrature difference signals (Δ
I and Δ
Q, respectively) in said first coordinate and in-phase and quadrature sum signals (Σ
I and Σ
Q, respectively);(b) squaring said Σ
I, Σ
Q, Δ
I and Δ
Q signals and adding them to provide a digital signal η
equal to Δ
I2 +Δ
Q2 -Σ
I2 -Σ
Q2 ;(c) multiplying said Σ
I signal by 2 times said Δ
I signal and said Σ
Q signal by 2 times said Δ
Q signal and adding them to provide a digital signal 2γ
equal to 2Σ
I Δ
I +2Σ
Q Δ
Q ; and(d) squaring said η and
2γ
signals and adding them to provide a signal equal to √
η
2 +4γ
2 ; and(e) extracting the square root √
η
2 +4γ
2(f) adding η
to said square root and dividing by 2γ
to provide a signal equal to ##EQU14## as said ρ
signal. - View Dependent Claims (8, 9)
- which is a measure of the angle in a first coordinate between the receive beam axis of an antenna and a line to a target from which the antenna receives energy, said method comprising the steps of;
Specification