ISSN 1991-2927
 

ACP № 3 (61) 2020

Author: "Stanislav Dmitriievich Vinokurov"

Andrei Vladimirovich Tsyganov, Ulyanovsk State Pedagogical University named after I.N. Ulyanov, Candidate of Physics and Mathematics, Associate Professor at Ulyanovsk State Pedagogical University named after I.N. Ulyanov; an author of papers, monographs, and textbooks; holds State Registration Certificates of computer programs; interested in metaheuristic and hybrid algorithms of stochastic and discrete minimization. [e-mail: andrew.tsyganov@gmail.com]A. Tsyganov,

Innokentiy Vasilyevich Semushin, Ulyanovsk State University, Doctor of Science in Engineering, Professor of Information Technologies Department at Ulyanovsk State University; an author of papers, monographs, and textbooks; holds patents for inventions; interested in filtering and control under uncertainty. [e-mail: kentvsem@yandex.ru]I. Semushin,

Iuliia Vladimirovna Tsyganova, Ulyanovsk State University, Candidate of Physics and Mathematics, Associate Professor of the Information Technologies Department at Ulyanovsk State University; an author of papers, a monograph, and textbooks; holds State Registration Certificates of computer programs; interested in parameter identification, adaptive filtering, and numerically efficient algorithms for stochastic systems. [e-mail: tsyganovajv@gmail.com]I. Tsyganova,

Aleksei Vladimirovich Golubkov, Ulyanovsk State Pedagogical University named after I.N. Ulyanov, Candidate for the Master’s Degree of Ulyanovsk State Pedagogical University named after I.N. Ulyanov; an author of papers; holds State Registration Certificates of computer programs; interested in mathematical modelling and programming. [e-mail: kr8589@gmail.com]A. Golubkov,

Stanislav Dmitriievich Vinokurov, Ulyanovsk State Pedagogical University named after I.N. Ulyanov, Postgraduate Student at Ulyanovsk State Pedagogical University named after I.N. Ulyanov; an author of papers; holds State Registration Certificates of computer programs; interested in mathematical modelling and programming. [e-mail: phoenixdragonvista@ya.ru]S. Vinokurov

Metaheuristic Algorithms in the Issue of Identification of the Moving Object Mathematical Model Parameters 000_3.pdf

The article considers issues on the calculation of an aircraft range capability on the basis of tactical radius data within different altitude and speed ranges. In some cases, it is necessary to calculate the enemy’s aircraft range capability. As a rule, such calculations do not have any documents, parameters (fuel flow rate and consumption per kilometre), and methodologies for fuel consumption calculation. Usually, open information sources also do not have any information about the enemy’s aircraft flight distance and time. Due to this fact, the need in indirect and approximate estimation of the enemy’s aircraft range capability with the use of information from public and common data is driven. Information about tactical radiuses within the enemy’s aircraft different altitude and speed ranges is the example of such public data. The proposed methodology for calculation of the enemy’s aircraft range capability allows to estimate the enemy’s capabilities in target attacks with 10% ratio error and can be used in combat management systems of surface ships and shore-based complexes. The methodology is also of great interest for operational and approximate estimation of own forces capabilities in case of the operational loading choice. More accurate calculations should be carries out on the basis of manuals on flight operation and time if such opportunity exists.

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Sections: Mathematical modeling

Subjects: Mathematical modeling.


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