Research Article
BibTex RIS Cite

Year 2025, Volume: 9 Issue: 3, 436 - 445, 30.09.2025
https://doi.org/10.30939/ijastech..1578259

Abstract

References

  • [1] Toda A, Koike Y. Simulation Design of Thermopile and Magne-tometer Aided INS/GPS Navigation System for UAV Naviga-tion. Presented at International Symposium on Inertial Sensors and Sys-tem;2021;http://doi.org/10.1109/INERTIAL51137.2021.9430487.
  • [2] Titterton D. H. and Weston, J. L. Strapdown Inertial Navigation Technology. Journal of American Institute of Aeronautics and Astronautics, 2004 ; https://doi.org/10.1049/ PBRA017E.
  • [3] Tan C.M., Wang, Y., Zhu X.H., Su Y., Wei G. Improved Alignment Method for a SINS Using Two Vector Measurements. Presented at the 5th International Conference on Instrumentation and Measurement, Computer, Communication and Control (IMCCC);2015; Qinhuangdao, China.
  • [4] Xile G, Haiyong L, Bokun N, Fang Z, Linfeng B, Yilin G, Yiming X, Jingang J. RL-AKF : An Adaptive Kalman Filter Navigation Algorithm Based on Reinforcement Learning for Ground Vehicles. Journal of Remote Sensing. 2020; 12 ; 1704. https://doi.org/10.3390 /rs12111704.
  • [5] Kalman, R. E. A New Approach to Linear Filtering and Prediction Problems. Journal of Basic Engineering. 1960; 82; 35-45.
  • [6] Mehra R.K. Identification Of Stochastic Linear Dynamic Systems Using Kalman Filter Representation. Journal of AIAA. 1971; 9(1); 28-31. https://doi.org/10.2514/3.6120.
  • [7] Lee T.S. Theory And Application Of Adaptive Fading Memory Kalman Filters, Journal of IEEE Transactions on Circuits and Systems. 1988; 35 (4) ; 474–477. https://doi.org/ 10.1109/31.1769.
  • [8] Xia Q, Shen X. Adaptive Fading Kalman Filter with an Applica-tions. Journal of Automatica. 1998; 34(12); 1663-1664.
  • [9] Bar-Shalom Y, Li X.R, Kirubarajan T. Estimation with Applica-tions to Tracking and Navigation. Journal of Computer Science, 2022; 1, https ://doi.org/10.1002/0471221279.ch11.
  • [10] Hide C, Moore T, Smith M. Adaptive Kalman Filtering For Low-Cost INS/GPS, Journal of Navigation, 2003; 56(1);143-152, https://doi.org/10.1017/S0373463302002151.
  • [11] El-Sheimy N, Hou H, Niu X. Analysis And Modelling Of Inertial Sensors Using Allan Variance, Journal of IEEE Trans. Instrum. Meas. 2008; 57(1); 140-149. https://doi.org/10.1109/ TIM.2007.908635.
  • [12] Ding W, Wang J, Rixos C, Kinlyside D. Improving Adaptive Kalman Estimation in GPS/INS Integration, The Journal of Navi-gation. 2007; 60(3); 517–529. https://doi.org/ 10.1017/ S0373463307004316.
  • [13] Gao B, Hu G, Yongmin Z, Xinhe Z. Cubature Kalman Filter with Both Adaptability and Robustness for Tightly Coupled GNSS/INS Integration. Journal of IEEE Sensors. 2021;21(1); 99-105. https://doi.org/ 10.1109/ JSEN.2021.3073963.
  • [14] Song J, No H, Kim J, Bae Y, Kee C. Performance Enhancement and Countermeasure for GPS Failure of GPS/INS Navigation System of UAV Through Integration of 3D Magnetic Vector. Journal of Positioning, Navigation, and Timing Performance. 2018; 7(3); 155-163. https://doi.org/10.11003/ JPNT.2018.7.3.155.
  • [15] Zhang L, Wang S, Neusyoina M. S, Konstantin A. New Adaptive Kalman Filter For Navigation Systems Of Carrier-Based Aircraft. Chinese Journal of Aeronautics. 2021;35(1). https://doi.org/ 10.1016/ /j.cja.2021.04.014.
  • [16] Faragher R, Understanding the Basis of the Kalman Filter Via a Simple and Intuitive Derivation. IEEE Signal Processing Maga-zine. 2012; 29(5);128-132. https://doi.org/ 10.1109/ MSP.2012.2203621.
  • [17] Bou S, Zhenwei Z, Shicai L, Xiaobing Y, Chengxu Y. Integrated Navigation Algorithm Based on Multiple Fading Factors Kalman Filter. Journal of IEEE Sensors. 2022; 22(14);1-18. https://doi.org/10.3390/ s22145081.
  • [18] Akbaş EM, Çifdalöz O, Üçüncü M. Improving the performance of a MEMS-IMU system based on a false state-space model by using a fading factor adaptive Kalman filter. Measurement and Control. 2024;0(0). https://doi.org/10.1177/00202940241258.
  • [19] Ozbek L, Babacan E.K, Efe M, Stochastic Stability Of The Dis-crete-Time Constrained Extended Kalman Filter. Turkish Journal of Electrical Engineering & Computer Sciences, 2010; 18(2) ; 211-223, 2010. https://doi.org/10.3906/elk-0812-17.
  • [20] Zarchan P, Musoff H. Fundamentals of Kalman Filtering. A Prac-tical Approach, 2nd Edition, 2013.
  • [21] Kozlov A.V, Tarygin I.E, Golovan A.A. Calibration of inertial measurement units on a low-grade turntable with simultaneous es-timation of temperature coefficients. Presented at 21 st St. Peters-burg International Conference on Integrated Navigation Systems; 2014; St. Petersburg. Russia.
  • [22] Hu P, Chen B, Zhang C, Wu Q. Correlation‐Averaging Methods and Kalman Filter Based Parameter Identification for a Rotational Inertial Navigation System. IEEE Trans. Industrial Informatics. 2018; 3(15); 1321–1328. https://doi.org/10.1109/ TII.2018.2850756.
  • [23] Hashlamon I, Erbatur K. An Improved Real-Time Adaptive Kal-man Filter With Recursive Noise Covariance Updating Rules. Turkish Journal of Electrical Engineering and Computer Sciences. 2016; 24(2); 524-540. https://doi.org/10.3906/elk-1309-60.
  • [24] Ozbek L, Efe M. Fading Kalman Filter For Manoeuvring Target Tracking. Journal of the Turkish Statistical Association. 1999; 2(3); 193–206.
  • [25] Feng Y, Li X., Zhang X. An adaptive compensation algorithm for temperature drift of microelectromechanical systems gyroscopes using a strong tracking Kalman filter. Journal of Sensors. 2015; 15(5); 11222-11238. https://doi.org/10.3390/ s150511222.
  • [26] Orderud F, Saelands S. Comparison of Kalman Filter Estimation Approaches for State Space Models with Nonlinear Measure-ments. Journal of Engineering and Mathematics. 2005.
  • [27] Fakharian A, Thomas M. Adaptive Adjustment of Noise Covariance in Kalman Filter for Dynamic State Estimation. Presented at 11 th International Conference on Networking, Sens-ing and Control. 2025; Oulu, Finland.

Prediction Performance of Low Error Rate Adaptive Fading Kalman Filter Due to Temperature Change

Year 2025, Volume: 9 Issue: 3, 436 - 445, 30.09.2025
https://doi.org/10.30939/ijastech..1578259

Abstract

Global Navigation Satellite System (GNSS) is a system which provides very accurate positioning information. The performance of GNSS depends on several factors such as propagation, interference, denial of full service etc. On the other side, inertial navigation system (INS) can work as a standalone system which does not require any external source support. The main problem in INS is the accumulation of error as time evolves. Apart from that , some inertial measurement units may be succeptible to noise and uncertainty in their output. When GNSS is not functional, it is necessary to have measures to increase the robustness of navigation algorithms and compensate for sensor errors when only INS is used. Additionally , temperature is another important factor that should be taken into account. The INS sensors' response to temperature changes may change and therefore adversely effect the estimation results. Otherwise, we can encounter problems in prediction algorithms to predict states accurately due to the accumulation of errors over time . In this study, we attempted to minimize errors due to measurements with different sensors by using a low-error-rate adaptive fading Kalman filter (LERAFKF). The simulation studies were carried out by using two different IMU’s. One IMU is a temperature-sensitive SDI33 model inertial measurement unit (IMU). The second IMU is Honeywell HG9900C1A IMU sensor with 9 degrees of freedom and resistant to temperature change. The measurement set up has a 2-axis rotating head and a temperature control feature We have proved that LERAFKF provides a robust prediction against temperature changes with two different sensors.

References

  • [1] Toda A, Koike Y. Simulation Design of Thermopile and Magne-tometer Aided INS/GPS Navigation System for UAV Naviga-tion. Presented at International Symposium on Inertial Sensors and Sys-tem;2021;http://doi.org/10.1109/INERTIAL51137.2021.9430487.
  • [2] Titterton D. H. and Weston, J. L. Strapdown Inertial Navigation Technology. Journal of American Institute of Aeronautics and Astronautics, 2004 ; https://doi.org/10.1049/ PBRA017E.
  • [3] Tan C.M., Wang, Y., Zhu X.H., Su Y., Wei G. Improved Alignment Method for a SINS Using Two Vector Measurements. Presented at the 5th International Conference on Instrumentation and Measurement, Computer, Communication and Control (IMCCC);2015; Qinhuangdao, China.
  • [4] Xile G, Haiyong L, Bokun N, Fang Z, Linfeng B, Yilin G, Yiming X, Jingang J. RL-AKF : An Adaptive Kalman Filter Navigation Algorithm Based on Reinforcement Learning for Ground Vehicles. Journal of Remote Sensing. 2020; 12 ; 1704. https://doi.org/10.3390 /rs12111704.
  • [5] Kalman, R. E. A New Approach to Linear Filtering and Prediction Problems. Journal of Basic Engineering. 1960; 82; 35-45.
  • [6] Mehra R.K. Identification Of Stochastic Linear Dynamic Systems Using Kalman Filter Representation. Journal of AIAA. 1971; 9(1); 28-31. https://doi.org/10.2514/3.6120.
  • [7] Lee T.S. Theory And Application Of Adaptive Fading Memory Kalman Filters, Journal of IEEE Transactions on Circuits and Systems. 1988; 35 (4) ; 474–477. https://doi.org/ 10.1109/31.1769.
  • [8] Xia Q, Shen X. Adaptive Fading Kalman Filter with an Applica-tions. Journal of Automatica. 1998; 34(12); 1663-1664.
  • [9] Bar-Shalom Y, Li X.R, Kirubarajan T. Estimation with Applica-tions to Tracking and Navigation. Journal of Computer Science, 2022; 1, https ://doi.org/10.1002/0471221279.ch11.
  • [10] Hide C, Moore T, Smith M. Adaptive Kalman Filtering For Low-Cost INS/GPS, Journal of Navigation, 2003; 56(1);143-152, https://doi.org/10.1017/S0373463302002151.
  • [11] El-Sheimy N, Hou H, Niu X. Analysis And Modelling Of Inertial Sensors Using Allan Variance, Journal of IEEE Trans. Instrum. Meas. 2008; 57(1); 140-149. https://doi.org/10.1109/ TIM.2007.908635.
  • [12] Ding W, Wang J, Rixos C, Kinlyside D. Improving Adaptive Kalman Estimation in GPS/INS Integration, The Journal of Navi-gation. 2007; 60(3); 517–529. https://doi.org/ 10.1017/ S0373463307004316.
  • [13] Gao B, Hu G, Yongmin Z, Xinhe Z. Cubature Kalman Filter with Both Adaptability and Robustness for Tightly Coupled GNSS/INS Integration. Journal of IEEE Sensors. 2021;21(1); 99-105. https://doi.org/ 10.1109/ JSEN.2021.3073963.
  • [14] Song J, No H, Kim J, Bae Y, Kee C. Performance Enhancement and Countermeasure for GPS Failure of GPS/INS Navigation System of UAV Through Integration of 3D Magnetic Vector. Journal of Positioning, Navigation, and Timing Performance. 2018; 7(3); 155-163. https://doi.org/10.11003/ JPNT.2018.7.3.155.
  • [15] Zhang L, Wang S, Neusyoina M. S, Konstantin A. New Adaptive Kalman Filter For Navigation Systems Of Carrier-Based Aircraft. Chinese Journal of Aeronautics. 2021;35(1). https://doi.org/ 10.1016/ /j.cja.2021.04.014.
  • [16] Faragher R, Understanding the Basis of the Kalman Filter Via a Simple and Intuitive Derivation. IEEE Signal Processing Maga-zine. 2012; 29(5);128-132. https://doi.org/ 10.1109/ MSP.2012.2203621.
  • [17] Bou S, Zhenwei Z, Shicai L, Xiaobing Y, Chengxu Y. Integrated Navigation Algorithm Based on Multiple Fading Factors Kalman Filter. Journal of IEEE Sensors. 2022; 22(14);1-18. https://doi.org/10.3390/ s22145081.
  • [18] Akbaş EM, Çifdalöz O, Üçüncü M. Improving the performance of a MEMS-IMU system based on a false state-space model by using a fading factor adaptive Kalman filter. Measurement and Control. 2024;0(0). https://doi.org/10.1177/00202940241258.
  • [19] Ozbek L, Babacan E.K, Efe M, Stochastic Stability Of The Dis-crete-Time Constrained Extended Kalman Filter. Turkish Journal of Electrical Engineering & Computer Sciences, 2010; 18(2) ; 211-223, 2010. https://doi.org/10.3906/elk-0812-17.
  • [20] Zarchan P, Musoff H. Fundamentals of Kalman Filtering. A Prac-tical Approach, 2nd Edition, 2013.
  • [21] Kozlov A.V, Tarygin I.E, Golovan A.A. Calibration of inertial measurement units on a low-grade turntable with simultaneous es-timation of temperature coefficients. Presented at 21 st St. Peters-burg International Conference on Integrated Navigation Systems; 2014; St. Petersburg. Russia.
  • [22] Hu P, Chen B, Zhang C, Wu Q. Correlation‐Averaging Methods and Kalman Filter Based Parameter Identification for a Rotational Inertial Navigation System. IEEE Trans. Industrial Informatics. 2018; 3(15); 1321–1328. https://doi.org/10.1109/ TII.2018.2850756.
  • [23] Hashlamon I, Erbatur K. An Improved Real-Time Adaptive Kal-man Filter With Recursive Noise Covariance Updating Rules. Turkish Journal of Electrical Engineering and Computer Sciences. 2016; 24(2); 524-540. https://doi.org/10.3906/elk-1309-60.
  • [24] Ozbek L, Efe M. Fading Kalman Filter For Manoeuvring Target Tracking. Journal of the Turkish Statistical Association. 1999; 2(3); 193–206.
  • [25] Feng Y, Li X., Zhang X. An adaptive compensation algorithm for temperature drift of microelectromechanical systems gyroscopes using a strong tracking Kalman filter. Journal of Sensors. 2015; 15(5); 11222-11238. https://doi.org/10.3390/ s150511222.
  • [26] Orderud F, Saelands S. Comparison of Kalman Filter Estimation Approaches for State Space Models with Nonlinear Measure-ments. Journal of Engineering and Mathematics. 2005.
  • [27] Fakharian A, Thomas M. Adaptive Adjustment of Noise Covariance in Kalman Filter for Dynamic State Estimation. Presented at 11 th International Conference on Networking, Sens-ing and Control. 2025; Oulu, Finland.
There are 27 citations in total.

Details

Primary Language English
Subjects Automotive Engineering (Other)
Journal Section Articles
Authors

Eren Mehmet Akbaş 0000-0002-4046-5342

Murat Üçüncü 0000-0002-2113-1398

Publication Date September 30, 2025
Submission Date November 4, 2024
Acceptance Date September 15, 2025
Published in Issue Year 2025 Volume: 9 Issue: 3

Cite

APA Akbaş, E. M., & Üçüncü, M. (2025). Prediction Performance of Low Error Rate Adaptive Fading Kalman Filter Due to Temperature Change. International Journal of Automotive Science And Technology, 9(3), 436-445. https://doi.org/10.30939/ijastech..1578259
AMA Akbaş EM, Üçüncü M. Prediction Performance of Low Error Rate Adaptive Fading Kalman Filter Due to Temperature Change. IJASTECH. September 2025;9(3):436-445. doi:10.30939/ijastech.1578259
Chicago Akbaş, Eren Mehmet, and Murat Üçüncü. “Prediction Performance of Low Error Rate Adaptive Fading Kalman Filter Due to Temperature Change”. International Journal of Automotive Science And Technology 9, no. 3 (September 2025): 436-45. https://doi.org/10.30939/ijastech. 1578259.
EndNote Akbaş EM, Üçüncü M (September 1, 2025) Prediction Performance of Low Error Rate Adaptive Fading Kalman Filter Due to Temperature Change. International Journal of Automotive Science And Technology 9 3 436–445.
IEEE E. M. Akbaş and M. Üçüncü, “Prediction Performance of Low Error Rate Adaptive Fading Kalman Filter Due to Temperature Change”, IJASTECH, vol. 9, no. 3, pp. 436–445, 2025, doi: 10.30939/ijastech..1578259.
ISNAD Akbaş, Eren Mehmet - Üçüncü, Murat. “Prediction Performance of Low Error Rate Adaptive Fading Kalman Filter Due to Temperature Change”. International Journal of Automotive Science And Technology 9/3 (September2025), 436-445. https://doi.org/10.30939/ijastech. 1578259.
JAMA Akbaş EM, Üçüncü M. Prediction Performance of Low Error Rate Adaptive Fading Kalman Filter Due to Temperature Change. IJASTECH. 2025;9:436–445.
MLA Akbaş, Eren Mehmet and Murat Üçüncü. “Prediction Performance of Low Error Rate Adaptive Fading Kalman Filter Due to Temperature Change”. International Journal of Automotive Science And Technology, vol. 9, no. 3, 2025, pp. 436-45, doi:10.30939/ijastech. 1578259.
Vancouver Akbaş EM, Üçüncü M. Prediction Performance of Low Error Rate Adaptive Fading Kalman Filter Due to Temperature Change. IJASTECH. 2025;9(3):436-45.


International Journal of Automotive Science and Technology (IJASTECH) is published by Society of Automotive Engineers Turkey

by.png