Empirical Equations for the Thermodynamic Properties of Air and Nitrogen to 15,000°K

Item

Title
Empirical Equations for the Thermodynamic Properties of Air and Nitrogen to 15,000°K
Description
Empirical equations were obtained for equilibrium dissociating and ionizing air and nitrogen for temperatures up to 15,000°K and in the entropy range 1.42 ≤ log (S/R) ≤ 2.06. The corresponding density range is approximately 10-6 to 102 amagats. The density ρ (p,S), enthalpy H (p,S), compressibility factor Z (p,S), and speed of sound a (p,S) are presented in equation form and as an IBM Fortran subroutine program. The errors in each empirical surface are indicated.
Date
1963
Index Abstract
Contrails and DTIC
Photo Quality
Not Needed
Report Number
AEDC-TDR-63-138
Corporate Author
ARO, Inc.
von Karman Gas Dynamics Facility
Extent
43
Identifier
AD0411624
AD0411624
Distribution Classification
1
Contract
AF 40(600)-1000
DoD Project
None Given
DoD Task
None Given
DTIC Record Exists
Yes
Distribution Change Authority Correspondence
None
Abstract
Empirical equations were obtained for equilibrium dissociating and ionizing air and nitrogen for temperatures up to 15,000°K and in the entropy range 1.42 ≤ log (S/R) ≤ 2.06. The corresponding density range is approximately 10-6 to 102 amagats. The density ρ (p,S), enthalpy H (p,S), compressibility factor Z (p,S), and speed of sound a (p,S) are presented in equation form and as an IBM Fortran subroutine program. The errors in each empirical surface are indicated.
Report Availability
Full text available
Date Issued
1963-07
Publisher
Arnold Air Force Station, TN : Arnold Engineering Development Center, Air Force Systems Command, United States Air Force
Provenance
IIT
Type
report
Format
1 online resource (viii, 43 pages) : ill.
Creator
Lewis, Clark H.
Burgess, Ernest G., III
Subject
Air
Nitrogen
Entropy
Density
Enthalpy
Tables (Data)
Date Modified
Scanned by request 4/20/2021 submitted by Teledyne (Other Industry - Domestic)
NTRL Accession Number
AD411624
Distribution Conflict
No
Access Rights
ASTIA