Coherent simulation method for radar echo Doppler frequency based on real-time frequency measurement
A technology of Doppler frequency and radar echo, which is applied in the coherent simulation of radar echo and Doppler frequency coherent simulation of radar echo based on real-time frequency measurement, can solve the problem of limited frequency discrimination range of phase-locked loop and phase-locked Loop phase-locked tracking is difficult, and it is difficult to accurately generate the simulator regeneration frequency reference, etc., to achieve the effect of improving flexibility and wide adaptability
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example 1
[0030] This example is based on the radar echo Doppler frequency coherent simulation method based on real-time frequency measurement. In this example, the radar transmit signal is a chirp signal. The specific process is as follows:
[0031] Step 1: The simulator receives the signal model
[0032] The simulator receives the pulse-modulated chirp signal transmitted by the radar, expressed as follows:
[0033]
[0034] Among them, f 0 is the radar transmitting carrier frequency, T p is the pulse width, T r is the pulse repetition period, A is the amplitude of the chirp signal, and K is the modulation coefficient of the chirp B is the chirp bandwidth, is the initial phase of the radar transmitting carrier, Rect(t) is a rectangular pulse function, defined as follows:
[0035]
[0036] Step 2: Doppler frequency coherent simulation
[0037] The simulator uses a frequency of f Lo_sim The local oscillator down-converts the received signal, then performs low-pass filterin...
example 2
[0091] This example is based on the radar echo Doppler frequency coherent simulation method based on real-time frequency measurement. In this example, the radar transmit signal is a linear frequency modulation signal, and the nominal frequency of the working clock of the radar and the simulator is 300MHz, namely f' clk_radar =f' clk_sim = 300MHz, The quasi-stability of the radar clock is 10ppm, that is, the actual frequency of the radar working clock f clk_radar =300×(1+10 -5 ) MHz; the quasi-stability of the simulator clock is -10ppm, that is, the actual frequency of the simulator working clock f clk_sim =300×(1-10 -5 )MHz, considering the radar working clock count N 1 = 750000 clock cycles, resulting in period The specific process of this method is:
[0092] Step 1: Simulator receives signal model description
[0093] The chirp transmit signal received by the simulator is expressed as follows:
[0094]
[0095] In the formula, T P =0.5×(1-10 -5 )ms is the widt...
example 2
[0135] Doppler frequency simulation accuracy analysis for example 2
[0136] The simulator uses DDS technology to generate the local quadrature Doppler signal cos(2πf' d n s ) and sin(2πf' d n s ), where the Doppler frequency control word is:
[0137]
[0138] Among them, M 1 =40 is the word length of the phase accumulator in the simulator DDS.
[0139] Then the actual Doppler frequency value of the radar echo generated by simulator simulation is:
[0140]
[0141] After the simulated echo is received, detected and measured by the radar without distortion, the Doppler frequency radar tracking frequency word is obtained as:
[0142]
[0143] Among them, M 2 =40 is the word length of the radar tracking loop DDS phase accumulator.
[0144] Solving the radar tracking frequency word into a Doppler frequency measurement yields:
[0145]
[0146] From this, it can be obtained that the Doppler frequency f after radar calculation dr with the desired Doppler freque...
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