Phase only adaptive nulling in a monopulse antenna

Claim 1

A method for phase-only adaptive nulling in a monopulse radar system having a phased array antenna, said phased array antenna comprising a multiplicity of equally spaced antenna elements with phase shifters; a sum channel means and a difference channel means connected to receive radar signals from said antenna and transmit sum and difference signals to radar receiver means, and computer means, said computer means providing phase shifter setting values for steering said antenna, comprising the steps of: (a) determining the sum channel output power S0 and the difference channel output power D0; (b) changing the phase of the signal at a phase element i by ΔPH, where ΔPH is a constant representing the smallest incremental phase change of said phase shifter; (c) determining the new sum channel output power NEWSUM i and the new difference channel output power NEWDIF i ; (d) calculating the change in the output power factor PWR i for each phase element in accordance with a first equation: ΔPWR.sub.i =[(NEWSUM.sub.i ×NEWDIF.sub.i)-(S0×D0)].sup.1/2 (e) repeating steps (a) to (d) for phase element i=1; (f) when i equals N+1, where N equals the number of said phase shifters in said array, calculating the adaptive phase changes for the signals at each said phase element according to a second equation: WNEW.sub.i =WOLD.sub.i -μ(ΔPWR.sub.i /ΔPH) where WNEW i =new phase shifter setting for element i WOLD i =old phase shifter setting for element i μ=gradient step size ΔPH 2 /TP ##EQU3## ΔPH=phase setting step size in least significant bits ΔPWR i =change in output power due to adding ΔPH to phase shifter i (g) determining the output power S1 from the sum channel and the output power D1 from the difference channel; (h) substituting the value of S1 for the value of S0 and the value D1 for the value of D0 in said first equation in step (d) if the value of S1+D1 is greater than the value of S0+D0 and repeating steps (a) through (g); and (i) decrementing the value of ΔPH by one least significant bit; (j) repeating steps (a) through (g) if the value of ΔPH is greater than zero; and (k) terminating said method if the value of ΔPH is equal to zero.

Claim 2

A method for phase-only adaptive nulling in a monopulse radar system having a phased array antenna, said phased array antenna comprising a multiplicity of equally spaced antenna elements with phase shifters; a sum channel means and a difference channel means connected to receive radar signals from said antenna and transmit sum and difference signals to radar receiver means, and computer means, said computer means providing phase shifter setting values for steering said antenna, comprising the steps of: (a) determining the sum channel output power S0 and the difference channel output power D0; (b) changing the phase of the signal at a phase element i by ΔPH, where ΔPH is a constant representing the smallest incremental phase change of said phase shifter; (c) determining the new sum channel output power NEWSUM i and the new difference channel output power NEWDIF i ; (d) calculating the change in the output power factor PWR i for each phase element in accordance with a first equation: ΔPWR.sub.i =[(NEWSUM.sub.i ×NEWDIF.sub.i)-(S0×D0)].sup.1/2 (e) repeating steps (a) to (d) for phase element i=1; (f) when i equals N+1, where N equals the number of said phase shifters in said array, calculating the adaptive phase changes for the signals at each said phase element according to a second equation: WNEW.sub.i =WOLD.sub.i -μ(ΔPWR.sub.i /ΔPH) where WNEW i =new phase shifter setting for element i WOLD i =old phase shifter setting for element i μ=gradient step size ΔPH 2 /TP ##EQU3## ΔPH=phase setting step size in least significant bits ΔPWR i =change in output power due to adding ΔPH to phase shifter i (g) determining the output power S1 from the sum channel and the output power D1 from the difference channel; (h) substituting the value of S1 for the value of S0 and the value D1 for the value of D0 in said first equation in step (d) if the value of S1+D1 is greater than the value of S0+D0 and repeating steps (a) through (g); and (i) decrementing the value of ΔPH by one least significant bit; (j) repeating steps (a) through (g) if the value of ΔPH is greater than zero; and (k) terminating said method if the value of ΔPH is equal to zero.