Polynomial Fitting ISAR Envelope Alignment Method for Piecewise Linear Estimation
A polynomial fitting and envelope alignment technology, applied in the field of polynomial fitting ISAR envelope alignment, can solve the problems that it is difficult to suppress the target echo envelope drift and echo jump, and the envelope alignment cannot be achieved, so as to overcome the " "jump" phenomenon, improve translation compensation performance, and suppress the effect of envelope "drift"
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[0021] Reference figure 1 The specific implementation steps of this embodiment are as follows:
[0022] Step 1. The echo signal received by the radar is compressed into range pulse as:
[0023] S ( t ^ , t m ) = X k S k ( t ^ , t m )
[0024] = X k σ k · sin c [ B ( t ^ - 2 R ( t m ) c ) ] · exp [ - j 4 π f c R ( t m ) c ] - - - ( 1 )
[0025] among them, t ^ = t - mT r Is fast time, t m =mT is slow time, m is an integer, T r Pulse repetition period (PRI), σ k Is the complex scattering coefficient of the scattering point on the target, f c Carrier frequency of the radar transmitting signal;
[0026] Step 2. Model the envelope error function and find the derivative:
[0027] 2a) The envelope error function ΔR(t m ) Is modeled in polynomial form
[0028] ΔR ( t m ) = X ...
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