Controllability of distributed parameter systems
Eigenvalue-eigenfunction expansion methods for solving homogeneous boundary value problems applicable to control systems with distributed parameters
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Eigenvalue-eigenfunction expansion methods for solving homogeneous boundary value problems applicable to control systems with distributed parameters
Accuracy study of finite difference methods for solving boundary value problems in structural analysis
Repetitive in-flight calculation of optimal rocket guidance using algorithm method for solving boundary value problem
Numerical optimization methods compared for nonlinear two point boundary value problem associated with optimum spacecraft trajectory
Numerical method solution of nonlinear two point boundary value problem associated with optimum transfer of spacecraft
Boundary value problem solution governed by system of partial differential equations applied to analysis of curved thin walled shells of revolution
Two position roll modulation of lift for aerodynamic braking for soft landing on Mars, solving boundary value problem by quasi- linearization
Invariant imbedding equations of transport theory, noting imbedding of boundary value problem into initial value problems leads to Cauchy problem
Collision dominated quiescent positive column of weakly ionized gas, examining validity of constant coefficient electron diffusion equation and boundary value problem
Cylindrical dipole antenna in warm plasma as boundary value problem, determining current distribution
Newton method for boundary value problem associated with differential equations applied to Lambert, rendezvous and orbital transfer problems
Elastoplastic flow equations character in three independent variables, noting solution methods for initial and boundary value problems
Quasi-linearization program for boundary value problem of minimum fuel orbital transfer
Iterative solution of boundary value problem for rapid optimization of multiple-burn rocket flights
Method of particular solutions for use with quasi- linearization in solving nonlinear boundary value problems
Boundary value problem for elliptic-parabolic partial differential equations in theory of random processes, obtaining analytical solution in terms of hypergeometric functions
Stationary radial source flow of liquid particles into vacuum, discussing boundary value problem equations, parameters effects on flow structure and flow field characteristics
Particular solutions and quasi-linearization combined to solve nonlinear two point boundary value problems, illustrating method with Falkner- Skan equation