Thrust Allocation in Propulsion System of Underwater Robotic Vehicle via Linear Programming
Jerzy Garus
Abstract
Jerzy Garus
Abstract
This paper focuses on a problem of power distribution in a multi-thrusters propulsion system of an underwater robot. The presented thrust allocation methods are directed towards minimization of energy expenditures necessary to obtain required control. A power/thrust relation is mapped by a linear function. Such approach allows using linear programming (LP) techniques to finding an optimal thrust allocation for demanded propulsive forces and moments. The LP models of thrust distribution are regarded for unconstrained and constrained allocation control.
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This paper focuses on a problem of power distribution in a multi-thrusters propulsion system of an underwater robot. The presented thrust allocation methods are directed towards minimization of energy expenditures necessary to obtain required control. A power/thrust relation is mapped by a linear function. Such approach allows using linear programming (LP) techniques to finding an optimal thrust allocation for demanded propulsive forces and moments. The LP models of thrust distribution are regarded for unconstrained and constrained allocation control.
Key concepts: Thrust, Propulsion, Linear programming, Underwater, Power (physics), Minification, Computer science, Function (biology)