Hinged clamping of a shallow spherical shell bounded by an ellipse and rectangle
Differential equation system for elastic equilibrium of hinge-clamped shallow spherical shell bounded by ellipse and rectangle
DIFFERENTIAL EQUATION↗
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Results for “Bounds”
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.
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Rigorous error bounds on position and velocity in satellite orbit theories
Rigorous error bounds on position and velocity for satellite orbits with eccentricity of less than one
BOUNDARY VALUE↗
The utilization of an impulsive solution in solving optimum trajectory problems with bounded thrust magnitude
Impulsive solution used to solve optimum trajectory problems with bounded thrust magnitude
TRAJECTORY OPTIMIZATION↗
Rounding error bounds by perturbation- condition analysis
Rounding error bounds by perturbation condition analysis, and conditioning for eigenvalue problem
ERROR↗
The calculation of upper and lower bounds of energy eigenvalues in perturbation theory by means of partitioning techniques.
Quantum mechanical perturbation theory calculation of upper and lower bounds of energy eigenvalues using partitioning methods
PERTURBATION THEORY↗
Lower-bound procedure for energy eigenvalues by the partitioning technique.
Lower bound procedure in quantum mechanical energy equation eigenvalue problem by partitioning and bracketing Hilbert space
PARTITION FUNCTION↗
Rigorous error bounds on position and velocity in satellite orbit theories.
Rigorous error bounds on position and velocity of satellite derived from Hamiltonian theory and von Zeipel method
HAMILTONIAN↗
Remarks on variational bounds in scattering theory.
Variational bounds on eigenphase shifts in scattering theory obtained by SB and R approaches
VARIATIONAL CALCULUS↗
Is the nucleon a pi N bound state/ques/
Existence of nucleon bound state in PiN channel investigated through nonperturbative S-matrix in absence of forces arising from inelastic states
RESONANCE SCATTERING↗
Lower bounds to error probability for coding on discrete memoryless channels. I.
Lower bounds to minimum error probability using block coding on noisy discrete memoryless communication channels
ERROR DETECTING CODE↗
Rigorous error bounds on position and velocity in satellite orbit theories.
Rigorous error bounds on position and velocity of satellite derived from Hamiltonian theory and von Zeipel method
ELLIPTICAL ORBIT↗
Bounds for the natural frequencies of a simply supported beam carrying a uniformly distributed axial load.
Bounds for natural frequency eigenvalues of simply supported uniform beam with constant end load and uniformly distributed axial load
LOAD DISTRIBUTION↗
On cross-correlation bounds and the positivity of certain nonlinear operators.
Cross correlation bounds and positivity of nonlinear operators, examining criteria for positive composition
FREQUENCY STABILITY↗
Error bounds of continuous Kalman filters and the application to orbit determination problems.
Error effect in continuous Kalman filters used in orbit determination problems, deriving error bounds formula
ORBIT CALCULATION↗
A lower bound to the distribution of computation for sequential decoding.
Sequential decoding algorithm with memoryless channel, obtaining lower bound to distribution of computation and limiting factor
SEQUENTIAL ANALYSIS↗
Lower bounds to error probability for coding on discrete memoryless channels. II.
Lower bounds to minimum error probability for block coding on noisy discrete memoryless channels
CHANNEL CAPACITY↗
A time-varying bound on nonlinear system transient response
Time varying bound on nonlinear system transient response
Chinnapareddi, K.↗
A method to define a minimum-phase transfer function within the bounded region of phase-gain specifications
Method to define minimum phase transfer function within bounded region of phase gain specifications at several discrete frequencies
Fontenot, J. W.↗