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Mixed-Integer Nonlinear Programming Formulation of a UAV Path Optimization Problem

Shankarachary Ragi (shankarachary.ragi***at***asu.edu)
Hans D. Mittelmann (mittelmann***at***asu.edu)

Abstract: We present a mixed-integer nonlinear programming (MINLP) formulation of a UAV path optimization problem in an attempt to find the globally optimum solution. As objective functions in UAV path optimization problems typically tend to be non-convex, traditional optimization solvers (typically local solvers) are prone to local optima, which lead to severely sub-optimal controls. For the purpose of this study, we choose a target tracking application, where the goal is to optimize the kinematic controls of UAVs while maximizing the target tracking performance. First, we compare the performance of two traditional solvers numerically - MATLABís fmincon and knitro. Second, we formulate this UAV path optimization problem as a mixed-integer nonlinear program (MINLP). As this MINLP tends to be computationally expensive, we present two pruning methods to reduce the size of the MINLP problem. We also present numerical results to demonstrate the performance of these methods.

Keywords: UAV path optimization, target tracking, mixed-integer nonlinear programming, fmincon, knitro

Category 1: Applications -- Science and Engineering (Control Applications )

Category 2: Integer Programming ((Mixed) Integer Nonlinear Programming )

Citation:

Download: [PDF]

Entry Submitted: 01/23/2017
Entry Accepted: 01/23/2017
Entry Last Modified: 02/01/2017

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