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Documenting the NASA Armstrong Flight Research Center Oblate Earth Simulation Equations of Motion and Integration AlgorithmA desire for more complete documentation of the National Aeronautics and Space Administration (NASA) Armstrong Flight Research Center (AFRC), Edwards, California legacy code used in the core simulation has led to this e ort to fully document the oblate Earth six-degree-of-freedom equations of motion and integration algorithm. The authors of this report have taken much of the earlier work of the simulation engineering group and used it as a jumping-o point for this report. The largest addition this report makes is that each element of the equations of motion is traced back to first principles and at no point is the reader forced to take an equation on faith alone. There are no discoveries of previously unknown principles contained in this report; this report is a collection and presentation of textbook principles. The value of this report is that those textbook principles are herein documented in standard nomenclature that matches the form of the computer code DERIVC. Previous handwritten notes are much of the backbone of this work, however, in almost every area, derivations are explicitly shown to assure the reader that the equations which make up the oblate Earth version of the computer routine, DERIVC, are correct.
Document ID
20160002944
Acquisition Source
Armstrong Flight Research Center
Document Type
Technical Publication (TP)
Authors
Clarke, R.
(NASA Armstrong Flight Research Center Edwards, CA, United States)
Lintereur, L.
(NASA Armstrong Flight Research Center Edwards, CA, United States)
Bahm, C.
(NASA Armstrong Flight Research Center Edwards, CA, United States)
Date Acquired
March 3, 2016
Publication Date
January 1, 2016
Subject Category
Computer Programming And Software
Research And Support Facilities (Air)
Physics (General)
Report/Patent Number
DFRC-E-DAA-TN27731
NASA/TP-2016-218956
Distribution Limits
Public
Copyright
Work of the US Gov. Public Use Permitted.
Keywords
integrators
equations of motion
systems simulation
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