Classical Fifth-, Sixth-, Seventh-, and Eighth-Order Runge-Kutta Formulas with Stepsize Control
Runge-Kutta formulas of high order with stepsize control through leading truncation error term
Fehlberg, E.↗
SEARCH · Search NASA
Results for “FORMULAS - LOADS”
Search indexed NASA NTRS and DOE OSTI research on propulsion, heat transfer, battery materials and energy systems. Follow report and document links to the original sources.
Quote a phrase for an exact phrase match. Source license links do not imply unrestricted reuse.
Comments on Barbier's formula for the intensity of the 6300 angstrom units nightglow.
Barbier formula relating F region parameters to 6300 angstrom nightglow intensity
Peterson, V. L.↗
An Explicit Sixth-Order Runge-Kutta Formula
Sixth order Runge-Kutta formula for differential equation system with vector valued functions
Luther, H. A.↗
Recursion formulas for the coefficients of the f and g series.
Recursion formulas for coefficients of expressions for ratios of geodetic triangles when developed as power series in time intervals
Estes, R. H.↗
Utilization of Goddard and IITRI formulae for the evaluation of the cost of satellites - Application to the ESRO programs
Use of Goddard and IITRI formulae for evaluating cost of ESRO satellite programs
Lafay, J. F.↗
Recurrence formulae for the Hansen's developments
Recurrence formulas for Fourier expansion of Hansen coefficients
Vinh, N. X.↗
Low-order classical Runge-Kutta formulas with stepsize control and their application to some heat transfer problems
Low order Runge-Kutta formulas with step control for heat transfer problems
Fehlberg, E.↗
A simple formula of current in dipole antennas.
Dipole antenna current distribution, deriving simple, accurate formula for infinite, semiinfinite and finite cases
King, R. W. P.↗
The optimum addition of points to quadrature formulae.
Optimum addition of abscissas in quadrature formulas by expansion of abscissas equation in Legendre polynomials
Patterson, T. N. L.↗
On some Gauss and Lobatto based integration formulae.
Integration formulas based on set of Gauss or Lobatto points
Patterson, T. N. L.↗
Recursive formulas for the evaluation of the convolution integral.
Recursive formulas for numerical evaluation of real convolution integral for simulation of control systems and electrical networks on digital computer
Trauboth, H. H.↗
Integration formulae involving derivatives.
Integration formulas involving integrand derivatives simplified by decreasing integrating power in terms of polynomials
Patterson, T. N. L.↗
Frequency spectra in disordered alloys - An interpolation formula.
Qualitative interpolation formula for phonon frequency spectrum of mass disordered alloys three dimensional systems at high concentrations
Goodman, B.↗
Recurrence formulae for the Hansen's developments.
Recurrence formulas for calculating Fourier expansions in elliptic motion in terms of eccentric and mean anomaly
Vinh, N. X.↗
Numerical solution of differential equations using Obrechkoff corrector formulas
Solution of differential equations by predictor corrector formulas for high order accuracy
Rosen, J. S.↗
Some experimental results concerning the error propagation in Runge-Kutta type integration formulas
Error propagation in Runge-Kutta type integration formulas
Fehlberg, E.↗
Expansion formulae in canonical transformations depending on a small parameter
Perturbation theory based on Lie transforms, reducing Deprit equation to generate general recursion formulas
Kamel, A. A.↗
Flavor preferences for formula diets
Flavor sweetening preference in high protein and high fat diets, basing human subjects experimental range on choice of formulas
Calloway, D. H.↗