BRM = blindrangemap(R,PRF,Rmin)
creates a blind range map for a monostatic pulse-Doppler radar for BRM
for ranges R. The radar transmits at the pulse repetition frequency
PRF. The minimum range of the radar is
Rmin.
Start with a radar transmitting long pulses. The radar covers the range from km. Create a blind range map when the pulse repetition frequencies are 5000, 10000, and 15000 kHz. Ranges from 18.5 km to 19.8 km and from 30 km to 32 km are obstructed due to clutter.
R = linspace(0,100e3,1000);
Choose the three PRFs at 5000, 10000, and 15000 kHz.
PRF = [5e3,10e3,15e3];
Compute the minimum range of the radar from the pulse duration.
tau = 5e-6;
rmin = time2range(tau,physconst('LightSpeed'));
Add two clutter obstruction regions and create the blind range map.
A pulse radar transmits at two pulse repetition frequencies (PRF): 10.151 kHz and 14.163 kHz. Set the minimum detectable range of the radar to 1000 m. Sidelobe clutter extends from 34.5 km to 36.5 km when transmitting at the first PRF, and from 36.3 km to 39.8 km when transmitting at the second PRF. Display the blind range map for ranges between 0 and 100 km at 1 km increments.
R = linspace(0,100e3,1000);
Set the minimum detectable range to 1000 m.
Rmin = 1000;
Set the two PRF values.
PRF = [10151 14163];
Account for blind ranges due to sidelobe clutter using the range mask input argument. First, initialize the map to indicate that all ranges are visible.
rangeMask = false(numel(R),numel(PRF));
Then, mask the sidelobe clutter at PRF = 10.151 kHz.
Map range, specified as a length-J vector of positive values. The
function computes the blind range map at these ranges. Units are in meters.
Example: [4000,4500,6000]
Data Types: double
Pulse repetition frequencies, specified as a length-N vector of
positive values. Units are in Hz.
Example: [10000,15000]
Data Types: double
Minimum detection range, specified as a positive scalar or
length-N vector of positive values. Ranges between 0 and
Rmin are blind to the radar.
If the radar transmits pulses of fixed duration, Rmin
must be a scalar and the size of the blind zone is the same for all PRF
values.
If the radar transmits pulses with having a constant duty cycle,
Rmin is a length-N vector and the size
of the blind zone may be different for each PRF.
Blind zones also occur at integer multiples of the radar unambiguous
range Ruamb = c/(2*PRF)
where c is the signal propagation speed. Units are in meters.
Example: 40000
Data Types: double
Obstructions in range, specified as a Q-by-2 matrix of positive
values. The qth-row specifies a range
obstruction in the form [rstartq,rstopq] where
rstartq and rstopq are the start and stop ranges
of the qth obstruction such that
rstopq ≥ rstartq. Targets located at the
obstructed ranges or ranges ambiguous to the obstructed ranges are not visible to the
radar. Such range obstructions are caused by, for example, clutter, multipath
interference, or jammer interference. Entries in BRM that
correspond to obstructed ranges are set to a logical one (true). Otherwise, they are
zero (false). Units are in meters.
Example: [30000;31000]
Data Types: double
Range mask, specified as a J-by-N logical
matrix. The rows of rm correspond to ranges in
R and the columns correspond to pulse repetition frequencies in
PRF. rm(j,n) is a logical
zero (false) if the jth range cell is
visible to the radar at the nth frequency
in PRF. rm(j,n) is logical
one (true) if the jth cell is blind to the
radar at the nthPRF. rm can be used to specify ranges that are
blind due to sidelobe clutter.
Blind range map, returned as a J-by-N logical
matrix. Each row of BRM represents a range cell for the range equal
to the jth entry in
R. Each column of BRM corresponds to the
nth pulse repetition frequency in
PRF. If the jth
range cell is visible to the radar at the
nthPRF, BRM(j,n) is a logical
zero (false), otherwise BRM(j,n) is a logical
one (true).
Data Types: logical
Proportion of visible ranges, returned as a length-N vector of
positive values where N is the number of pulse repetition frequencies
in PRF. For each pulse repetition frequency, this argument
indicates what proportion of ranges in R is visible.
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