다중모델 칼만 필터를 이용한 무추력 비행체의 대기속도 추정Robust Airspeed Estimation of an Unpowered Gliding Vehicle by Using Multiple Model Kalman Filters
- Other Titles
- Robust Airspeed Estimation of an Unpowered Gliding Vehicle by Using Multiple Model Kalman Filters
- Authors
- 진재현; 박정우; 김부민; 김병수; 이은용
- Issue Date
- 2009
- Publisher
- 제어·로봇·시스템학회
- Keywords
- unpowered gliding vehicle; airspeed estimation; robust state estimation; Kalman filter; multiple model filters
- Citation
- 제어.로봇.시스템학회 논문지, v.15, no.8, pp 859 - 866
- Pages
- 8
- Indexed
- SCOPUS
KCI
- Journal Title
- 제어.로봇.시스템학회 논문지
- Volume
- 15
- Number
- 8
- Start Page
- 859
- End Page
- 866
- URI
- https://scholarworks.gnu.ac.kr/handle/sw.gnu/26780
- ISSN
- 1976-5622
- Abstract
- The article discusses an issue of estimating the airspeed of an autonomous flying vehicle. Airspeed is the difference between ground speed and wind speed. It is desirable to know any two among the three speeds for navigation, guidance and control of an autonomous vehicle. For example, ground speed and position are used to guide a vehicle to a target point and wind speed and airspeed are used to maximize flight performance such as a gliding range. However, the target vehicle has not an airspeed sensor but a ground speed sensor (GPS/INS). So airspeed or wind speed has to be estimated. Here, airspeed is to be estimated. A vehicle’s dynamics and its dynamic parameters are used to estimate airspeed with attitude and angular speed measurements. Kalman filter is used for the estimation. There are also two major sources arousing a robust estimation problem; wind speed and altitude. Wind speed and direction depend on weather conditions. Altitude changes as a vehicle glides down to the ground. For one reference altitude, multiple model Kalman filters are pre-designed based on several reference airspeeds. We call this group of filters as a cluster. Filters of a cluster are activated simultaneously and probabilities are calculated for each filter. The probability indicates how much a filter matches with measurements. The final airspeed estimate is calculated by summing all estimates multiplied by probabilities. As a vehicle glides down to the ground, other clusters that have been designed based on other reference altitudes are activated. Some numerical simulations verify that the proposed method is effective to estimate airspeed.
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Collections - 공학계열 > 기계항공우주공학부 > Journal Articles

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