Solutions of differential equations by evaluations of functions.
Runge-Kutta fourth order formula used to obtain approximate solution to differential equations
SEARCH · Search NASA
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.
Runge-Kutta fourth order formula used to obtain approximate solution to differential equations
Averaging method for differential equations with retarded arguments
General boundary conditions for second-order ordinary differential operators
Extension of problem of singular perturbation for linear scalar constant coefficient differential- difference equation with single retardation to several retardations, noting degenerate equation solution
Ordinary differential equations experimentally determined for describing performance of existing lumped-parameter time-invariant nonlinear physical systems
Step size for numerical solution of differential equation without violating stability region constraint
Subdominant solutions of linear differential equations calculated by numerical method
Discretization and differentiation of operators with commutativity proof and with application to Newton method
Lienard type of differential equation for oscillatory system representing solution by Krylov-Bogoliubov method, noting inverse problem
Oscillatory properties of linear matrix differential system, applying generalization of polar coordinate transformation to certain systems of second order
Differential operators and adjoint systems derived from Green function and Hilbert spaces
Literature review on stability of solutions to partial differential equations
Functional analysis of nonlinear systems characterized by differential equations
Difference methods for asymptotic estimates of errors at numerical integration of systems of ordinary differential equations
Switched amplifier, mode control circuit for ASTRAC II iterative differential analyzer
Relative and absolute stability regions determined for numerical solutions of ordinary differential equations
Solution to system of n-th order differential equations using Lie series