Variational formula for antenna impedance in a warm magnetoplasma.
Variational formula for antenna impedance in warm magnetoplasma, considering force and fluid-flux distribution
VARIATIONAL CALCULUS↗
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Results for “Variational Calculus”
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A test for the sign of the second variation.
Determining sign of second variation in optimal control theory
MATRIX ALGEBRA↗
The nature of intermolecular forces.
Intermolecular forces theory, considering hydrogen atom interaction through Born- Oppenheimer approximation and variational calculations
ATOMIC COLLISION↗
Applications of Hamilton-Jacobi theory to trajectory optimization
Hamilton-Jacobi theory on calculus of variations applied to trajectory optimization
Lakhanpal, S. K.↗
Guidance, flight mechanics and trajectory optimization. Volume 7 - The Pontryagin maximum principle
Maxima-minima theory, Pontryagin principle, and calculus of variations for optimal trajectory and control analysis
Mc Intyre, J. E.↗
Guidance, Flight Mechanics and Trajectory Optimization. Volume 15 - Application of Optimization Techniques
Pontryagin maximum principle, calculus of variations, and dynamic programming optimization techniques applied to trajectory and guidance problems
Abbott, A. S.↗
Analytical research in guidance theory Final technical report, 15 Sep. 1966 - 31 Oct. 1967
Applying calculus of variations to optimal guidance problems, and symbolic programming of polynomials
Andrus, J. F.↗
Multisegmented optimal trajectories
Bolza problem of calculus of variations in terms of control coding applied to trajectories
Vincent, T. L.↗
Optimal control and stability
Relation between optimal control problem and Liapunov functions, and calculus of variations and maximum principle methods of solving synthesis problems
Letov, A. M.↗
Necessary conditions for optimal lunar trajectories with discontinuous state variables and intermediate point constraints.
Guidance regime for optimal multistage lunar trajectory derived by applying calculus of variations to generalized Bolza problem
Andrus, J. F.↗
An endpoint sufficiency condition for multiple stationary solutions
Multiple solutions to problem of bolza in calculus of variation
Brusch, R. G.↗
Gradient methods in control theory. Part 1 - Ordinary gradient method
Calculus of variations minimized under linearized differential constraint for hybrid gradient method
Miele, A.↗
Bodies of revolution having minimum total drag in hypersonic flow
Minimum drag bodies in hypersonic flow using calculus of variations
Oehman, W. I.↗
Optimal continuous low-thrust trajectories for co-altitude rendezvous.
Low thrust trajectories for minimum time rendezvous between continuous thrust interceptor and passive target vehicle, comparing calculus of variations and steepest ascent analyses
Burrows, R. R.↗
Disconnected optimal trajectories.
Bolza problem of calculus of variations extended to trajectory optimization problems with several subarcs
Mason, J. D.↗
Optimal control problems as equivalent Lagrange problems
Transforming optical control problem into equivalent Lagrange problem in calculus of variations
Park, S. K.↗
Second order endpoint condition
Second order endpoint condition considered in solution of Bolza problem in calculus of variations
Brusch, R. G.↗
The optimum one-dimensional magnetohydrodynamic slider bearing
Calculus of variations used for determining optimum one dimensional MHD slider bearing with bounded control variables
Shukla, J. B.↗