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Methodologies for a Partial Frame Correlation of Multiple Sensors

Award Information
Agency: Department of Defense
Branch: Missile Defense Agency
Contract: HQ0147-12-C-7855
Agency Tracking Number: B112-004-0455
Amount: $99,406.00
Phase: Phase I
Program: SBIR
Solicitation Topic Code: MDA11-004
Solicitation Number: 2011.2
Timeline
Solicitation Year: 2011
Award Year: 2012
Award Start Date (Proposal Award Date): 2012-02-01
Award End Date (Contract End Date): N/A
Small Business Information
5285 SHAWNEE ROAD SUITE 400
ALEXANDRIA, VA -
United States
DUNS: 807454640
HUBZone Owned: No
Woman Owned: No
Socially and Economically Disadvantaged: No
Principal Investigator
 Jorge O'Farrill
 Principle Investigator
 (256) 467-6767
 jorge.ofarrill@mtsi-va.com
Business Contact
 Ann Byrd
Title: Director of Contracts
Phone: (703) 564-0589
Email: ann.byrd@mtsi-va.com
Research Institution
 Stub
Abstract

In order to provide the highest level Quality of Service (QoS) for both tracking and discrimination functions it is imperative that information from all sensors be associated correctly. Due to potential bandwidth, latency and timeline impacts, it may be necessary to limit downlinked Airborne Infrared (ABIR) data to portions of the focal plane around exceedances of interest. As a result, we propose to exploit these partial frame chips to aid in the sensor to sensor correlation problem. The author proposes a novel set of algorithms that work in two phases. The first phase will provide robust sensor to sensor correlation in the absence of partial frames using a multiple hypothesis algorithm with the ability to flag cases where solutions are ambiguous. In the cases where ambiguous solutions exist, phase two will exploit the partial frame chips in order to provide a unique solution. The algorithm suite will draw from previously developed image processing algorithms to provide the best possible super-resolution of the partial frames and industry leading correlation algorithms specifically designed for EO/IR assets. Through the use of multi-hypothesis algorithms exercised on partial frames, it will be possible to overcome the ambiguities associated with the sensor to sensor correlation problem.

* Information listed above is at the time of submission. *

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