AVIATION SECURITY AS AN OBJECT OF MATHEMATICAL MODELING

• Main Authors: L. N. Elisov, N. I. Ovchenkov
• Format: Article
• Language: Russian
• Published: Moscow State Technical University of Civil Aviation 2017-06-01
• Series: Naučnyj Vestnik MGTU GA
• Subjects: aviation security; formalization; modeling; security object vulnerability; security system quality; boundary value problem; differential equations in partial derivatives; classification
• Online Access: https://avia.mstuca.ru/jour/article/view/1076

The paper presents a mathematical formulation of the problem formalization of the subject area related to aviation security in civil aviation. The formalization task is determined by the modern issue of providing aviation security. Aviationsecurity in modern systems is based upon organizational standard of security control. This standard doesn’t require calculating the security level. It allows solving the aviation security task without estimating the solution and evaluating the performance of security facilities. The issue of acceptable aviation security level stays unsolved, because its control lies in inspections that determine whether the object security facilities meet the requirements or not. The pending problem is also in whether the requirements are calculable and the evaluation is subjective.Lately, there has been determined quite a certain tendency to consider aviation security issues from the perspective of its level optimal control with the following identification, calculation and evaluation problems solving and decision making. The obtained results analysis in this direction shows that it’s strongly recommended to move to object formalization problem, which provides a mathematical modeling for aviation security control optimization.In this case, the authors assume to find the answer in the process of object formalization. Therefore aviation security is presented as some security environment condition, which defines the parameters associated with the object protec-tion system quality that depends on the use of protective equipment in conditions of counteraction to factors of external andinternal threats. It is shown that the proposed model belongs to a class of boundary value problems described by differential equations in partial derivatives. The classification of boundary value problems is presented.