A Computational Method for Solving the Boundary Value Problem for Impulsive Systems of Essentially Loaded Differential Equations
Zh. М. Каdirbayeva, Symbat Kabdrakhova, Sandugash Mynbayeva
Abstract
A linear two-point boundary value problem for a system of essentially loaded differential equations with impulse effect is investigated. The considered problem is reduced to an equivalent multi-point boundary value problem for the system of ordinary differential equations with parameters. Based on the Dzhumabaev parametrization method, a numerical algorithm for solving the problem under consideration is proposed.
Topics & Concepts
MathematicsBoundary value problemOrdinary differential equationImpulse (physics)Mathematical analysisDifferential equationNumerical partial differential equationsApplied mathematicsPhysicsQuantum mechanicsDifferential Equations and Numerical MethodsDifferential Equations and Boundary ProblemsMaterial Science and Thermodynamics