Power optimization method for multi-target position estimation of distributed MIMO radar system
A radar system and power optimization technology, applied in the field of MIMO radar, can solve the problems of large communication burden, difficult to solve, multi-transmission power and system processing complexity, so as to reduce the calculation amount of the system, improve the practical application value, and improve the resources. The effect of utilization
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Embodiment 2
[0040] Embodiment 2, a power distribution method for multi-target position estimation in a distributed MIMO radar system, specifically includes the following steps:
[0041]Step 1: Deduce the target position estimation accuracy expression.
[0042] The distributed MIMO radar system contains M transmitting radars and N receiving radars, and the radar interval is large enough. In the Cartesian two-dimensional coordinate system, the coordinates of the transmitting radar are .. and the coordinates of the receiving radar are The low-pass equivalent formula of the radar transmitted orthogonal signal is .., satisfying T m is the duration of the m-th radar transmission signal. The time width of the radar transmitting signal is t=[t 1 ,t 2 ,L,t M ] T , the bandwidth is β=[β 1 ,β 2 ,L,β M ] T , the power is p=[p 1 ,p 2 ,L,p M ] T . There are Q moving targets, and the state vector of the qth target is Define the entire path from the m-th transmitting radar through the...
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