SBIR-STTR Award

Weapons Effects FRMs for Contact or Embedded Detonations in Fixed Targets
Award last edited on: 9/9/2023

Sponsored Program
SBIR
Awarding Agency
DOD : AF
Total Award Amount
$1,649,897
Award Phase
2
Solicitation Topic Code
AF141-141
Principal Investigator
Gamage Wije Wathugala

Company Information

ACTA Inc (AKA: Engineering Mechanics Associates)

2790 Skypark Drive Suite 310
Torrance, CA 90505
   (310) 530-1008
   acta_torrance@actainc.com
   www.actainc.com
Location: Multiple
Congr. District: 36
County: Los Angeles

Phase I

Contract Number: FA8651-14-M-0161
Start Date: 6/27/201    Completed: 3/26/2015
Phase I year
2014
Phase I Amount
$149,917
This is a nine-month SBIR Phase I project titled"Weapons Effects FRMs for Contact or Embedded detonations in Fixed Targets."The stated objective of this solicitation topic is to develop innovative High-Fidelity Physics-Based (HFPB) Fast-Running Models (FRMs) for simulating the effects of weapons detonated on contact or embedded in fixed target structural materials. We propose to demonstrate the feasibility of simulating small munitions impact penetrating and exploding inside several urban wall types using high fidelity physics based tools. We also propose to demonstrate prototype FRMs for stochastic debris cloud models resulting from these events for a limited parameter space.

Benefit:
In recent years, the US military finds itself more involved in urban warfare. In urban warfare or MOUT (Military Operations in Urban Terrain), armed forces have to exhibit caution so that their actions will not harm civilians and friendly forces in the area. These precautions exclude the use of large weapons and therefore the military is extremely interested in the use of more precise small weapons. These small weapons are often used to breach urban walls and can be inert projectiles or explosive projectiles (cased weapons) that a) detonate upon impact or b) set for a delayed detonation during partial penetration in order to maximize damage. The physics of the inert or explosive impacts and the resulting breakup and debris generation of these munitions are very complex. Therefore, there is a need to develop validated small munitions models capable of determining the consequences of their use in order to assist military planners and soldiers in the field. This Phase I project will result in (a) improved HFPB (High Fidelity Physics Based) tools for simulating these applications, (b) prototype global FRMs for stochastic debris source models for RC and brick walls, (c) prototype FRM for blast energy behind the target wall, and (d) Phase II plan to develop FRMs that can predict hole size, shape, and stochastic debris cloud due to small munitions impact penetrating and exploding in urban walls.

Keywords:
Weapon-Target Intera

Phase II

Contract Number: FA8651-15-C-0174
Start Date: 6/30/2015    Completed: 9/30/2017
Phase II year
2015
(last award dollars: 2016)
Phase II Amount
$1,499,980

This SBIR Phase II Project has as its objective to develop High-Fidelity Physics-Based (HFPB) Fast-Running Models (FRMs) for simulating the effects of small weapons in fixed urban targets constructed from reinforced concrete, masonry, and brick. The FRMs are intended for predicting breach characteristics such as hole volume and profile, the stochastic secondary debris generated by the breached material and spall, residual wall damage and structural functionality, and estimates of residual airblast which propagates into the building. The FRMs are based on highly detailed HFPB models which simulate several key physics regimes which occur between the instant of inert impact of a weapon on a target component such as a wall and the final development of breach shape and low velocity secondary debris fly-out. In the Phase I and in earlier work the project team has hierarchically validated the HFPB modeling approach by both laboratory and field tests, including full-scale comparisons with experiments conducted by JLF over several years. The validated HFPB simulation technology is used to populate training spaces appropriate for the various target types and weapons with virtual data to develop and calibrate the FRMs, which are intended for integration into MEVA.

Benefits:
Urban operations have become increasingly important to the military planners. Urban operations frequently require additional theatre considerations, such as verifying that specific tactics will minimize harm to civilians, friendly forces, and unaffiliated structures in the area. Such precautions exclude the use of large weapons and therefore military planners must focus on the use of smaller weapons. These small weapons are often used to breach urban walls and can be inert projectiles or explosive projectiles (cased weapons) that detonate upon impact or are set for a delayed detonation during partial penetration in order to maximize damage. The physics of the impacts and the resulting breakup and debris generation of these munitions is very complex and the number of urban scenarios extremely large. The uncertainties are also very large. The class of HFPB models that can simulate the complex phenomena and variability involved requires vast computer resources and skilled personnel to setup and run the models; such an option is not suitable for military planners and commanders who need rapid answers. Therefore it is necessary to develop FRMs that capture the necessary outputs and predictive uncertainty of the HFPB simulations but which nonetheless run very quickly. For example, commanders might like to know what munitions to use and where to impact a wall of a particular construction material (e.g., concrete) in order to breach the wall and create a hole that will enable access into a building. They might also require estimates of debris lethality to people and infrastructure. The fast-running models developed in this project will benefit military planners by supporting these kinds of decisions well beyond any current capabilities.

Keywords:
HFPB (High Fidelity Physics Based), Finite Element, Computational Fluid Dynamics, Fast Running Models (FRMS), Predictive Uncertainty, Fluid/Structure Interaction