SBIR-STTR Award

Unsteady, compressible flows in intakes and nozzles
Award last edited on: 3/7/02

Sponsored Program
SBIR
Awarding Agency
NASA : LeRC
Total Award Amount
$422,007
Award Phase
2
Solicitation Topic Code
-----

Principal Investigator
Gino Moretti

Company Information

GMAF Inc

PO Box 184
Freeport, NY 11520
   (516) 378-8450
   N/A
   N/A
Location: Single
Congr. District: 04
County: Nassau

Phase I

Contract Number: ----------
Start Date: 00/00/00    Completed: 00/00/00
Phase I year
1983
Phase I Amount
$49,000
This project applies new, efficient, algorithms to computer codes that will describe the complicated details of transonic flow in engine intakes and nozzles. The emphasis is on the ability of the codes to describe unsteady effects. Great accuracy is provided by a second-order integration technique based on the concept of characteristics (lambda-scheme) and coupled with tracking of discontinuities. The viscous calculations are performed by a combination of the inviscid code and a treatment of all viscous terms on a stretched grid. Inviscid calculations based on the same concepts are successfully performed in one-dimensional problems. In Phase I the feasibility is studied by performing sample calculations on one inlet geometry. A study and discussion of computational grids is provided.

Phase II

Contract Number: ----------
Start Date: 00/00/00    Completed: 00/00/00
Phase II year
1984
Phase II Amount
$373,007
___(NOTE: Note: no official Abstract exists of this Phase II projects. Abstract is modified by idi from relevant Phase I data. The specific Phase II work statement and objectives may differ)___ This project applies new, efficient, algorithms to computer codes that will describe the complicated details of transonic flow in engine intakes and nozzles. The emphasis is on the ability of the codes to describe unsteady effects. Great accuracy is provided by a second-order integration technique based on the concept of characteristics (lambda-scheme) and coupled with tracking of discontinuities. The viscous calculations are performed by a combination of the inviscid code and a treatment of all viscous terms on a stretched grid. Inviscid calculations based on the same concepts are successfully performed in one-dimensional problems. In Phase I the feasibility is studied by performing sample calculations on one inlet geometry. A study and discussion of computational grids is provided.