Numerically stable interpolation formulas with favorable error propagation for first- and second-order differential equations /

Technique to eliminate computational instability in multibody simulations employing the Lagrange multiplier /

Watts, G.
George C. Marshall Space Flight Center. Structures and Dynamics Laboratory.

January 1992

Prepared at the Structures and Dynamics Laboratory, George C. Marshall Space Flight Center.Includes ...

Exact state reconstruction in deterministic digital control systems /

Polites, Michael E. (Michael Edward)
George C. Marshall Space Flight Center. Structures and Dynamics Laboratory.

January 1987

Prepared at the Structures and Dynamics Laboratory, George C. Marshall Space Flight Center."August 1...

Trajectory simulation applicable to stability and control studies of large multi-engine vehicles /

Harris, Ronald J., 1937-
George C. Marshall Space Flight Center. Advanced Flight Systems Branch.

Prepared at Marshall Space Flight Center's Advanced Flight Systems Branch, Propulsion and Vehicle En...

On the error propagation of some interpolation formulas for second-order differential equations : by Erwin Fehlberg.

Fehlberg, Erwin.
George C. Marshall Space Flight Center.

Prepared at George C. Marshall Space Flight Center."July 1963"--Cover.Includes bibliographical refer...

Numerical solution of differential equations using Obrechkoff corrector formulas /

Rosen, Joseph S. (Joseph Selwyn)
United States. National Aeronautics and Space Administration.
George C. Marshall Space Flight Center.

Solution of differential equations by predictor corrector formulas for high order accuracy.Prepared ...

Stability of multistep methods in numerical integration /

Lea, Robert N. (Robert Nelson)
Manned Spacecraft Center (U.S.)

Prepared at Manned Spacecraft Center."April 1965"--Cover.Includes bibliographical references (p. 16)...

Classical seventh-, sixth-, and fifth-order Runge-Kutta-Nyström formulas with stepsize control for general second-order differential equations /

Fehlberg, Erwin.
George C. Marshall Space Flight Center.

January 1974

Prepared at Marshall Space Flight Center.Cover title.Includes bibliographical references (p. 41).Mod...

Classical eighth- and lower-order Runge-Kutta-Nyström formulas with a new stepsize control procedure for special second-order differential equations /

Fehlberg, Erwin.
George C. Marshall Space Flight Center.

January 1973

Prepared at George C. Marshall Space Flight Center.Cover title.Includes bibliographical references (...

Approximate solutions of Runge-Kutta equations /

Rosen, Joseph S.
United States. National Aeronautics and Space Administration.
George C. Marshall Space Flight Center.

January 1967

Prepared at George C. Marshall Space Flight Center."August 1967"--Cover.Includes bibliographical ref...

Plane isotropic buildup factors for bremsstrahlung calculations /

Burrell, M. O.
Watts, J. W.
United States. National Aeronautics and Space Administration.
George C. Marshall Space Flight Center.

Prepared at George C. Marshall Space Flight Center."August 1967"--Cover.Includes bibliographical ref...

The computation of partial volumes of the components in solution /

Rosen, Joseph S. (Joseph Selwyn)
George C. Marshall Space Flight Center.

Prepared at George C. Marshall Space Flight Center."December 1967"--Cover.Includes bibliographical r...

Newton's interpolation formulas.

Fraser, Duncan Cumming.

"Reprinted from 'The Journal of the Institute of actuaries' v. 51, pp. 77-106. (Oct. 1918) and pp. 2...

The Runge-Kutta equations by quadrature methods /

Rosen, Joseph S.
George C. Marshall Space Flight Center.

January 1967

"November 1967."Includes bibliographical references.Performed by George C. Marshall Space Flight Cen...

Differential correction schemes in nonlinear regression /

Decell, Henry P.
Speed, F. M.
Manned Spacecraft Center (U.S.)
University of Houston.

January 1972

"Prepared by University of Houston ... for Manned Spacecraft Center."Cover title.Bibliography: p. 14...

Analysis of numerical integration techniques for real-time digital flight simulation /

Wilson, John W. (John William), 1940-
Steinmetz, George G.
United States. National Aeronautics and Space Administration.
Langley Research Center.

January 1968

Prepared at Langley Research Center."November 1968"--Cover.Includes bibliographical references (p. 7...

Technique to eliminate computational instability in multibody simulations employing the Lagrange multiplier /

Watts, G.
George C. Marshall Space Flight Center. Structures and Dynamics Laboratory.

January 1992

Prepared at the Structures and Dynamics Laboratory, George C. Marshall Space Flight Center.Includes ...

Exact state reconstruction in deterministic digital control systems /

Polites, Michael E. (Michael Edward)
George C. Marshall Space Flight Center. Structures and Dynamics Laboratory.

January 1987

Prepared at the Structures and Dynamics Laboratory, George C. Marshall Space Flight Center."August 1...

Trajectory simulation applicable to stability and control studies of large multi-engine vehicles /

Harris, Ronald J., 1937-
George C. Marshall Space Flight Center. Advanced Flight Systems Branch.

Prepared at Marshall Space Flight Center's Advanced Flight Systems Branch, Propulsion and Vehicle En...

On the error propagation of some interpolation formulas for second-order differential equations : by Erwin Fehlberg.

Fehlberg, Erwin.
George C. Marshall Space Flight Center.

Prepared at George C. Marshall Space Flight Center."July 1963"--Cover.Includes bibliographical refer...

Numerical solution of differential equations using Obrechkoff corrector formulas /

Rosen, Joseph S. (Joseph Selwyn)
United States. National Aeronautics and Space Administration.
George C. Marshall Space Flight Center.

Solution of differential equations by predictor corrector formulas for high order accuracy.Prepared ...

Stability of multistep methods in numerical integration /

Lea, Robert N. (Robert Nelson)
Manned Spacecraft Center (U.S.)

Prepared at Manned Spacecraft Center."April 1965"--Cover.Includes bibliographical references (p. 16)...

Classical seventh-, sixth-, and fifth-order Runge-Kutta-Nyström formulas with stepsize control for general second-order differential equations /

Fehlberg, Erwin.
George C. Marshall Space Flight Center.

January 1974

Prepared at Marshall Space Flight Center.Cover title.Includes bibliographical references (p. 41).Mod...

Classical eighth- and lower-order Runge-Kutta-Nyström formulas with a new stepsize control procedure for special second-order differential equations /

Fehlberg, Erwin.
George C. Marshall Space Flight Center.

January 1973

Prepared at George C. Marshall Space Flight Center.Cover title.Includes bibliographical references (...

Approximate solutions of Runge-Kutta equations /

Rosen, Joseph S.
United States. National Aeronautics and Space Administration.
George C. Marshall Space Flight Center.

January 1967

Prepared at George C. Marshall Space Flight Center."August 1967"--Cover.Includes bibliographical ref...

Plane isotropic buildup factors for bremsstrahlung calculations /

Burrell, M. O.
Watts, J. W.
United States. National Aeronautics and Space Administration.
George C. Marshall Space Flight Center.

Prepared at George C. Marshall Space Flight Center."August 1967"--Cover.Includes bibliographical ref...

The computation of partial volumes of the components in solution /

Rosen, Joseph S. (Joseph Selwyn)
George C. Marshall Space Flight Center.

Prepared at George C. Marshall Space Flight Center."December 1967"--Cover.Includes bibliographical r...

Newton's interpolation formulas.

Fraser, Duncan Cumming.

"Reprinted from 'The Journal of the Institute of actuaries' v. 51, pp. 77-106. (Oct. 1918) and pp. 2...

The Runge-Kutta equations by quadrature methods /

Rosen, Joseph S.
George C. Marshall Space Flight Center.

January 1967

"November 1967."Includes bibliographical references.Performed by George C. Marshall Space Flight Cen...

Differential correction schemes in nonlinear regression /

Decell, Henry P.
Speed, F. M.
Manned Spacecraft Center (U.S.)
University of Houston.

January 1972

"Prepared by University of Houston ... for Manned Spacecraft Center."Cover title.Bibliography: p. 14...

Analysis of numerical integration techniques for real-time digital flight simulation /

Wilson, John W. (John William), 1940-
Steinmetz, George G.
United States. National Aeronautics and Space Administration.
Langley Research Center.

January 1968

Prepared at Langley Research Center."November 1968"--Cover.Includes bibliographical references (p. 7...

Technique to eliminate computational instability in multibody simulations employing the Lagrange multiplier /

Watts, G.
George C. Marshall Space Flight Center. Structures and Dynamics Laboratory.

January 1992

Prepared at the Structures and Dynamics Laboratory, George C. Marshall Space Flight Center.Includes ...

Exact state reconstruction in deterministic digital control systems /

Polites, Michael E. (Michael Edward)
George C. Marshall Space Flight Center. Structures and Dynamics Laboratory.

January 1987

Prepared at the Structures and Dynamics Laboratory, George C. Marshall Space Flight Center."August 1...

Trajectory simulation applicable to stability and control studies of large multi-engine vehicles /

Harris, Ronald J., 1937-
George C. Marshall Space Flight Center. Advanced Flight Systems Branch.

Prepared at Marshall Space Flight Center's Advanced Flight Systems Branch, Propulsion and Vehicle En...

Numerically stable interpolation formulas with favorable error propagation for first- and second-order differential equations /

Abstract

Extracted data

Numerically stable interpolation formulas with favorable error propagation for first- and second-order differential equations /

Abstract

Extracted data

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