| CPC H03G 3/3068 (2013.01) [H03G 3/3078 (2013.01)] | 18 Claims |

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1. A method of proportional-integral-derivative (PID) based automatic gain control (AGC) for a satellite transponder system under partial-time partial-band additive white Gaussian noise (AWGN) jamming, comprising:
receiving a sequence of sample signals by a AGC processor after an analog-digital-converter (ADC) in the satellite transponder system;
determining two different block sizes from the sequence of sample signals wherein a block size of a first block of sample signals is greater than a block size of a second block of sample signals;
using the block size of the first block to compute a first signal-amplitude-ratio (SAR)-based gain value and using the block size of the second block to compute a second signal-amplitude-ratio (SAR)-based gain value by the AGC processor through the sequence of sample signals; and
if the first SAR-based gain value is greater than an amplitude threshold, calculating a to-be-applied gain control value of an m-th transmitted symbol at a n-th time step, m and n are non-zero positive integers, using the second SAR-based gain value, a tracking error at a (n−1)-th time step, a summation of a plurality of tracking errors from a 1-st time step to the (n−1)-th time step, and a tracking error difference between the tracking error at the (n−1)-th time step and a tracking error at a (n−2)-th time step; or
if the first SAR-based gain value is equal to or less than the amplitude threshold, calculating a to-be-applied gain control value of an m-th transmitted symbol at a n-th time step using a minimum difference between an estimated amplitude and each of reference amplitudes in a lookup table (LUT), and the tracking error difference between the tracking error at a (n−1)-th time step and the tracking error at a (n−2)-th time step.
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