Fast Target Detection Framework for Onboard Processing of ...
Applied Research LLC
Fast Target Detection Framework for Onboard Processing of Multispectral and Hyperspectral Images
B. Ayhan and C. Kwan
June 3, 2015 Applied Research LLC 9605 Medical Center Dr., Rockville, MD20850
Research supported by NASA SBIR Program
1
1. Contents
1. Contents 2. Research Objectives 3. Technical Approach 4. Results
Applied Research LLC
2 3 4-8 9-20
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2. Research Objectives
Applied Research LLC
? Develop a robust, automated, and real-time target detection system under varying illumination, atmospheric conditions and target/sensor viewing geometry.
? Demonstrate the feasibility of the system using actual and/or simulated data.
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3. Technical Approach
Fast target detection framework
Applied Research LLC
? Conventional target detection is done in the reflectance domain: a lot of computations due to atmospheric compensation, not suitable for onboard processing, difficult to change mission goals during mission.
? Our approach is done in the radiance domain. Only a few target signatures (reflectance) need to be transformed to the radiance domain. This is very suitable for onboard processing such as search and rescue missions.
? JHU/APL developed a similar approach that uses MODTRAN and AFWA MM5. Our approach was motivated by [1], which is a hybrid framework that uses MODTRAN and a nonlinear analytical model.
[*1] "Hyperspectral material identification on radiance data using single-atmosphere or multiple-atmosphere modeling," Adrian V. Mariano ; John M. Grossmann, J. Appl. Remote Sens. 4(1), 043563 (November 23, 2010).
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3. Technical Approach
Applied Research LLC
? Radiance equation model parameter estimation using MODTRAN outputs [*1]
L = A + BA + P - D 1- AS 1- AS
L: Radiance
: Material reflectance A : Adjacent region reflectance S : Spherical albedo
A,B : Coefficients that depend on atmospheric, geometric and solar illumination conditions
P : Path radiance D : Radiance due to direct solar illumination
: Amount of solar occlusion
[*1] "Hyperspectral material identification on radiance data using single-atmosphere or multiple-atmosphere modeling," Adrian V. Mariano ; John M. Grossmann, J. Appl. Remote Sens. 4(1), 043563 (November 23, 2010).
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3. Technical Approach
Applied Research LLC
? Radiance equation model parameter estimation using MODTRAN outputs [*1]
Atmospheric, geometric and solar illumination conditions
DRCT_RFLT: Direct Reflectance (MODTRAN output) GRND_RFLT: Ground Reflectance (MODTRAN output) SOL_SCAT: Solar Multiple Scattering (MODTRAN output)
1 = 0.05
2 = 0.6
MODTRAN Simulation
(1)
MODTRAN Simulation
(2)
MODTRAN Output "DRCT_REFL(1)"
MODTRAN Output " GRND_RFLT(1) "
MODTRAN Output " SOL_SCAT (1) "
MODTRAN Output "DRCT_REFL(2)"
MODTRAN Output " GRND_RFLT(2)"
MODTRAN Output " SOL_SCAT(2) "
Estimation of radiance equation
parameters (A,B, D,P and S)
L = A + BA + P -D 1- AS 1- AS
[*1] "Hyperspectral material identification on radiance data using single-atmosphere or multiple-atmosphere modeling," Adrian V. Mariano ; John M. Grossmann, J. Appl. Remote Sens. 4(1), 043563 (November 23, 2010).
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3. Technical Approach
Applied Research LLC
? Radiance equation model parameter estimation using MODTRAN outputs [*1]
L = A + BA + P - D 1- AS 1- AS
Suppose C1 = SOL _ SCAT (1) and G1 = GRND _ RFLT (1) , and C2 = SOL _ SCAT (2) and G 2 = GRND _ RFLT (2)
Then,
G 2
=
A2 1- 2S
,
C 2
=
B2 1- 2S
+
P
and
G1
=
A1 1- 1S
,
C1
=
B1 1- 1S
+
P
The radiance model parameters can then be found as:
D = DRCT_RFLT(1) /1 = DRCT_RFLT(2) /2
S = G 2 / 2 - G1 / 1 G 2 - G1
B
=
(C1
-
P)(
1 1
-
S)
A
=
G 2 2
- G 2S
P = S (C1 - C 2 ) + C 2 / 2 - C1 / 1 1 / 2 -1 / 1
[*1] "Hyperspectral material identification on radiance data using single-atmosphere or multiple-atmosphere modeling," Adrian V. Mariano ; John M. Grossmann, J. Appl. Remote Sens. 4(1), 043563 (November 23, 2010).
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3. Technical Approach
Applied Research LLC
Advantages of the proposed system
? Eliminates the need of applying atmospheric correction on the whole image cube and instead simulates the variants of the radiance signature of the target of interest and searches for these signatures in the test radiance image cube
? The effects of different illumination, atmospheric conditions, occlusion and varying sensor/target viewing geometries are taken into effect during the simulation of the radiance spectral profiles of the target of interest
? Allows generation of look-up tables for several radiance signature variants of the target which will reduce computation/processing time for target detection in operations like "search and rescue" that require quick on-board decisions
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