Optimum Alignment of an Inertial Autonavigator
The performance of an inertial autonavigator can only be as good as the accuracy to which the system is initially aligned. Optical methods of alignment can be performed with high precision; however, this technique requires external equipment and is subject to some physical constraints, such as land-...
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Published in | IEEE transactions on aerospace and electronic systems Vol. AES-3; no. 6; pp. 880 - 888 |
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Main Authors | , |
Format | Journal Article |
Language | English |
Published |
IEEE
01.11.1967
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Subjects | |
Online Access | Get full text |
ISSN | 0018-9251 |
DOI | 10.1109/TAES.1967.5408659 |
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Abstract | The performance of an inertial autonavigator can only be as good as the accuracy to which the system is initially aligned. Optical methods of alignment can be performed with high precision; however, this technique requires external equipment and is subject to some physical constraints, such as land-based operation. The general problem discussed here is the use of an automatic azimuth alignment technique known as gyrocompassing. In the use of the gyrocompassing technique to obtain azimuth alignment, accuracies are degraded considerably by two dominant error sources, the level axis controlling gyro drift rate and the imperfections of reference or independent velocity information. Consequently, an optimum performance controller is developed for driving the system in this mechanization and is based on a priori knowledge of the second-order statistics of the system error sources. The performance criteria will be to minimize the mean square azimuth error. |
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AbstractList | The performance of an inertial autonavigator can only be as good as the accuracy to which the system is initially aligned. Optical methods of alignment can be performed with high precision; however, this technique requires external equipment and is subject to some physical constraints, such as land-based operation. The general problem discussed here is the use of an automatic azimuth alignment technique known as gyrocompassing. In the use of the gyrocompassing technique to obtain azimuth alignment, accuracies are degraded considerably by two dominant error sources, the level axis controlling gyro drift rate and the imperfections of reference or independent velocity information. Consequently, an optimum performance controller is developed for driving the system in this mechanization and is based on a priori knowledge of the second-order statistics of the system error sources. The performance criteria will be to minimize the mean square azimuth error. |
Author | Jurenka, Frank D. Leondes, Cornelius T. |
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Cites_doi | 10.1115/1.3658902 10.2514/8.9230 10.21236/AD0282873 10.1016/0016-0032(58)90471-X |
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References | cannon (ref2) 1961; 28 ref1 kalman (ref4) 1962; 1 pinson (ref3) 1963 ref5 |
References_xml | – ident: ref5 doi: 10.1115/1.3658902 – volume: 28 start-page: 885 year: 1961 ident: ref2 article-title: Alignment of inertial guidance systems by gyrocompassing?linear theory publication-title: J Aerospace Sci doi: 10.2514/8.9230 – volume: 1 year: 1962 ident: ref4 publication-title: Fundamental Study of Adaptive Control Systems doi: 10.21236/AD0282873 – ident: ref1 doi: 10.1016/0016-0032(58)90471-X – start-page: 113 year: 1963 ident: ref3 publication-title: Guidance and Control of Aerospace Vehicles |
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Snippet | The performance of an inertial autonavigator can only be as good as the accuracy to which the system is initially aligned. Optical methods of alignment can be... |
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SubjectTerms | Accelerometer Accelerometers Aircraft navigation Azimuth Computer errors control law Control systems drift rate Error correction error model gyro gyrocompassing inertial system Instruments linear filter Motion control navigation Optical sensors Schuler-tuned system Velocity control |
Title | Optimum Alignment of an Inertial Autonavigator |
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