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Robert E. Zarnich ASTO D1 zarnichre@navsea.navy.mil

Robert E. Zarnich ASTO D1 zarnichre@navsea.navy.mil

Robert E. Zarnich ASTO D1 zarnichre@navsea.navy.mil

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• In the History of War the Submarine<br />

Commanding Officer is the only Blind<br />

Combatant<br />

• Combat System Information<br />

Dependent on Processing but<br />

Commonly Checked Visually<br />

• The Sonar is the Eyes of the<br />

Submarine<br />

• ‘Broadband’ Sonar is Context<br />

– Scene Management<br />

• Desired Characteristics of<br />

‘Broadband’<br />

– Summary of All Contacts<br />

– Intuitive Format<br />

– Detail vs Clutter (PD vs PFA) Situational Awareness<br />

new<br />

Time<br />

~60<br />

min<br />

old<br />

forward cos(Bearing) aft<br />

(0 relative) (180 relative)


Array<br />

Data<br />

Beamform<br />

(1) Spectral Weight<br />

Second Generation Passive Broadband<br />

Spectral<br />

Weight<br />

(1)<br />

Spatial<br />

Normalizer<br />

(2)<br />

Non-Linear<br />

Quantization<br />

(3)<br />

Display<br />

w-spectral(f,t) = f( E[ SNR(f),t ] ) - BQQ-5 used 2 modes of fixed Eckart Weighting<br />

with 3 integration times*<br />

(2) Spatial Normalizer<br />

w-spatial(θ n,t) = g(θ n-D, … , θ n-O, θ n+O, … , θ n-D, t) - Split Window Averages with a<br />

Gap<br />

(3) Non - Linear Quantization<br />

w-power = h( CDF(Power)) - Fixed Histogram Intensity Map<br />

* Fixed “Optimal” Weighting Proved Not Be- A Major Deficiency<br />

Processing Reminiscent of H0 vs H1 Single Signal Testing followed<br />

by a Graphical Rendering of Test Statistic


Major Changes<br />

Third Generation Passive Broadband<br />

• Recognition of Change in Threat Bands of Interest and Environment<br />

• Clutter Mitigation Through Resolution<br />

• Adaptive Beamforming<br />

Contact of Interest


Array<br />

Data<br />

Fore-Aft<br />

Beamform<br />

(1)<br />

(1) Front-Aft Beamforming<br />

Third Generation Passive Broadband cont.<br />

Temporal<br />

Whitening<br />

(2)<br />

Correlation Based<br />

Correlation<br />

Interpolation<br />

(3)<br />

Quantize<br />

&<br />

Display<br />

Adaptive Beamformer. Array Split into First N/2 and Second N/2 Elements, Highly<br />

Overlapped. Beam Space, 7 DOF, Distortionless, with Single Pattern Soft Const.<br />

(2) Temporal Whitening - Smoothed Coherence Transform (SCOT), (Carter et.al.)<br />

w(B M(FORE) , B M(AFT),f,t) =<br />

⎜⎛<br />

BM ( Fore)<br />

( f , t)<br />

* BM<br />

( Aft ) ( f , t)<br />

⎝<br />

(3) Interpolation - Up-Sample to Smooth Coarse Information - Improves Visual Quality<br />

High Resolution in Bearing Space<br />

Eliminates ‘Wash-Out’ Effects of Strong Narrow Band Interferers<br />

Stable Through Maneuvers:<br />

Self Normalization and Reduced Array Distortion Mismatch (Half Aperture)<br />

⎟⎞<br />

⎠<br />

−1


Array<br />

Data<br />

Beamform<br />

Third Generation Passive Broadband cont.<br />

Normalize<br />

Peak Pick<br />

(1)<br />

Fine Bearing<br />

Interp<br />

(2)<br />

(1) Normalize and Peak Pick in Frequency<br />

Sub-band Peak Energy Detection (SPED)<br />

Coarse Normalization (De-trend) and Identify all Peaks over Clutter Threshold.<br />

(2) Fine Bearing Interpolation<br />

Peak assigned to Best Bearing in Grid. Grid Size > # Elements<br />

(3) Accumulate over Frequency<br />

Sum over Frequency. 2 Methods, Binary and Power<br />

(4) Spatial Normalizer<br />

Accumulate<br />

over Freq<br />

(3)<br />

Spatial<br />

Normalizer<br />

(4)<br />

Quantize<br />

&<br />

Display<br />

w-spatial(θ n,t) = g(θ n-D, … , θ n-O, θ n+O, … , θ n-D, t) - Split Window Averages with a Gap<br />

High Resolution in Bearing<br />

Able to Eliminate ‘Wash-Out’ Effects of Strong Narrow Band Interferers, While<br />

Retaining Sensitivity to Narrow-Band Dominated Contacts


True<br />

Spatial Spectrum<br />

Spatial Spectrum<br />

Freq vs Bearing<br />

Power->Color<br />

Peak Picked<br />

Spatial Spectrum<br />

Summed Peaks<br />

Summed Raw Spectrum<br />

(Scan)<br />

Summed Raw Spectrum<br />

Summed Peaks<br />

Power<br />

Freq<br />

Freq<br />

Power<br />

20<br />

0<br />

-20<br />

20<br />

40<br />

20<br />

40<br />

20<br />

0<br />

-20<br />

SPED Processing Example - Rx Known<br />

48 Element Array, 6 Signals, 44 Frequency Bins, 400 Bearing Bins,<br />

Flat Temporal Spectrum<br />

-3 -2 -1 0 1 2 3 4<br />

-3 -2 -1 0 1 2 3<br />

-3 -2 -1 0 1 2 3<br />

-3 -2 -1 0 1 2 3<br />

-3 -2 -1 0 1 2 3 4<br />

W a ve Nu m b e r * fo /f<br />

0<br />

-10<br />

-20<br />

0<br />

-10<br />

-20<br />

15<br />

10<br />

5<br />

0<br />

PP Sum<br />

Raw Sum


Observations<br />

• Deduction - Broadband is Fundamentally a Direction Finding Problem<br />

– Direction Finding is:<br />

First - Signal Detection<br />

Second - Signal Direction of Arrival Estimation<br />

– Good Direction Finding is Sensitive, Highly Resolved and Precise<br />

• Why are the New Techniques Working<br />

– Detail Not Clutter, Resolution is Everything<br />

– Not Constructed as a “Matched Receiver/Detector”, More Data, Less Theory<br />

• Optimality versus Robustness - Always a Trade Off<br />

– Matching Expected Spectrum to Targets of Interest is not Practical, Targets<br />

Change, More Importantly The Environment is Anything but Fixed<br />

– Submarine Sonar Must Find Things Other than Submarines, e.g. P-D<br />

• Thesis - Room for Performance Enhancement if The ‘Intent’ of the SPED<br />

‘Broadband Process’ Were Maintained With Support From a Higher<br />

Resolution Front End<br />

– More Like Direction Finding Than Beamforming


Array<br />

Data<br />

Covariance<br />

Estimate<br />

Fourth Generation Passive Broadband ?<br />

Generalized Direction Finding Based ‘Broadband’<br />

Direction<br />

Finding<br />

Accumulate<br />

over Bands<br />

Spatial<br />

Equalization<br />

Quantize<br />

&<br />

Display<br />

Objective - Exploit SPED’s Concept with Higher Resolution Front End and Novel<br />

Accumulation Schemes While Providing Robust Performance Even During Turns<br />

Covariance Estimate - 20 second Exponentiated Average, Exploit Conjugate Symmetry,<br />

add -10dB Diagonal Loading Relative to Average Element Power. (Experimentation)<br />

Direction Finding - Quadratic Spectral Capon Estimation (MVDR) With ~10*N Samples<br />

From -1 to 1 in u-space. Subspace Approach, Spectral MUSIC, Had Major Sensitivities To<br />

Model Order Variations.<br />

Accumulate Over Bands - Power Summing Method Chosen Based On Empirical Results.<br />

Spatial Equalization - Traditional Technique Avoided Due to Limited Time to Prepare and<br />

Runtime Impact. Non-Traditional Technique Discussed During Graphic<br />

Quantize & Display - 10*log10(Accumulated Power), MATLAB imagesc for Rendering


Representative Data Case III<br />

ED - CS Band 1 ED Band 1 CC Band 1


Representative Data Case III<br />

ED Band 1 Spectral DF Based BB 5sec Rx Band 1


5 sec. R x<br />

Bounds of Stationarity ?<br />

20 sec. R x


20 sec. R x<br />

Bounds of Stationarity ?<br />

60 sec. R x


Data Case III<br />

ED Band 1 Spectral DF Based BB Band 1


1<br />

0<br />

f start f stop<br />

=<br />

Spectrum?<br />

f start f stop


SSP<br />

Short Course In Ocean Acoustics<br />

Art, Ira, Please Forgive Me


for every cell,<br />

if Cell == BLACK,<br />

Cell = Pea Green<br />

else,<br />

swap(Green, Blue),<br />

Cell = Cell<br />

max(Cell)<br />

end_if<br />

end_for<br />

Data Case III<br />

Maximized Intensity, Neutral Background, (Swap Green and Blue)


Data Case II<br />

ED Band 1 Spectral DF Based BB Band 1


Data Case II


Data Case II<br />

Maximized Intensity


Data Case I<br />

ED Band 1 Spectral DF Based BB Band 1


Data Case I<br />

ED Band 1 DF Based BB Band 1 CC Band 1


Data Case I<br />

ED Band 1 Spectral DF Based BB Band 1


Data Case I<br />

ED Band 1 Spectral DF Based BB Band 1 - Maximized Intensity


Summary<br />

• This Brief Study Indicates There is Still Substantial Processing Gains<br />

Available to Enhance Broadband System Performance<br />

• Thesis That Exploiting Direction Finding Technology Would Enhance<br />

Performance Proved True<br />

• Need Robust Practical Approaches for Exploiting Propagation<br />

Observables Due to Environmental Effects<br />

– Could Quickly Generate Vital Tactical Information<br />

• Work Needed to Extend Integration Time Beyond Integration Periods of<br />

Physical Stationarity and Conventional Wisdom<br />

• Work Needed to Formulate Better Rendering Schemes<br />

– Coloring/‘Normalization’ to Worked But Could be Much Improved<br />

• Thanks<br />

– <strong>ASTO</strong>/PMS425, CAPT/Dr. J. Polcari<br />

– APB Signal Processing Working Group (SPWG), DSR<br />

– Prof’s K. Bell, H. L. Van Trees<br />

– You for Your Attention

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