Accounting for Nonlinear Ship Motion in Navigational al Support of Submarine Ballistic Missile Launches
| Authors: Antsev G.V., Lysenko L.N., Petrov V.A. | Published: 22.04.2019 |
| Published in issue: #2(125)/2019 | |
| Category: Aviation and Rocket-Space Engineering | Chapter: Aircraft Dynamics, Ballistics, Motion Control | |
| Keywords: nonlinear ship motion models, optimum filtering, ballistic missile, submarine, inertial navigation system, pre-launch sequence, using velocity to determine initial conditions | |
The paper attempts to solve the problem of determining initial conditions in terms of submarine ballistic missile velocity by means of an optimum Wiener filter. We provide solutions for known and proposed empirical models of nonlinear ship motion. We show that for a generic pre-launch sequence it is possible to considerably increase the accuracy of solving the initial velocity determination problem by exploiting the proposed model of modified nonlinear ship motion
References
[1] Lysenko L.N. Navedenie ballisticheskikh raket [Ballistic rocket guidance]. Moscow, Bauman MSTU Publ., 2016.
[2] Semikhatov N.A., Chebotarev V.V. Sozdanie sistem upravleniya ballisticheskimi raketami podvodnykh lodok [Guidance system development of ballistic rocket for submarine vessels]. Flot: website (in Russ.). Available at: https://flot.com/science/sor4.htm (accessed: 15.09.2017).
[3] Broxmeyer Ch. Inertial navigation systems. McGraw-Hill, 1964.
[4] Solodovnikov V.V. Vvedenie v statisticheskuyu dinamiku sistem avtomaticheskogo upravleniya [Introduction to statistical dynamics of automatic control systems]. Moscow, Leningrad, GITTL Publ., 1952.
[5] Krotkov Yu.V., Petrov V.A. Teoriya sistem avtomaticheskogo upravleniya korabelnogo oruzhiya [Theory of automatic control systems of naval weapons]. Leningrad, VMorA Publ., 1987.
[6] Tsypkin Ya.Z. Osnovy teorii avtomaticheskikh system [Fundamentals of automatic systems theory]. Moscow, Nauka Publ., 1977.
[7] Zaguskin V.L. Spravochnik po chislennym metodam resheniya uravneniy [Handbook of numerical methods for solving equations]. Moscow, Fizmatgiz Publ., 1960.
[8] Gantmakher F.R. Teoriya matrits [Matrix theory]. Moscow, Nauka Publ., 1966.
