HYDRAULIC EROSION PATTERNS DOWNSTREAM OF CORRUGATED APRONS: INVESTIGATING FREE AND SUBMERGED JET EFFECTS



Fixed Points Features in N-Point Gravitational Lenses

A set of fixed points in N-point gravitational lenses is studied in the paper.We use complex form of lens mapping to study fixed points.There are some merits of using a complex form over coordinate.In coordinate form gravitational lens is described LIQUID EYELINER by a system of two equations and in complex form is described by one equation.We tran

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Mixture Basis Function Approximation and Neural Network Embedding Control for Nonlinear Uncertain Systems with Disturbances

Ski de fond - Equipement - Batons A neural network embedding learning control scheme is proposed in this paper, which addresses the performance optimization problem of a class of nonlinear system with unknown dynamics and disturbance by combining with a novel nonlinear function approximator and an improved disturbance observer (DOB).We investigated

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