2019
DOI: 10.1051/e3sconf/20199403015
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Integration of GNSS-IMU for increasing the observation accuracy in Condensed Areas (Infrastructure and Forest Canopies)

Abstract: Position determination using satellite navigation system has grown significantly. It provides geospatial with global coverage called GNSS (Global Navigation System Satellite). GNSS satellites consists of GLONASS, GPS (Global positioning system) and Galileo.GPS is the most commonly used system and it is known to its capability to determine 3D position on the surface of the earth. In order to determine the position, a GPS receiver must be able to receive signals from at least four GPS satellites. However, the de… Show more

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Cited by 7 publications
(6 citation statements)
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“…The result of this activity is in the form of travel point data that is recorded by each receiver with an observation interval of 1 second. One of the receivers used is already integrated with IMU/INS which has the benefit of reducing movement noise in GNSS data [4]. The table above shows the results of the comparison of the average position values of the low-cost GNSS receiver while moving.…”
Section: Experiments 2 (Kinematic Survey and Imu/ins)mentioning
confidence: 99%
“…The result of this activity is in the form of travel point data that is recorded by each receiver with an observation interval of 1 second. One of the receivers used is already integrated with IMU/INS which has the benefit of reducing movement noise in GNSS data [4]. The table above shows the results of the comparison of the average position values of the low-cost GNSS receiver while moving.…”
Section: Experiments 2 (Kinematic Survey and Imu/ins)mentioning
confidence: 99%
“…The "first order" approximations to the optimal terms are provided by the linearization technique. These approximations in the mean and covariance of the state estimation produce second order errors, and filter divergence might occur as a result (Cahyadi and Rwabudandi, 2019). Then, the EKF equations are used after the linear model has been generated.…”
Section: Equationmentioning
confidence: 99%
“…The main contributions of this paper lies in the following aspects: (1) The processing the data generated from the recording by the water surface vehicle using the EKF and smoothing algorithm, (2) The results of the integration of GNSS and IMU using EKF are compared with the fusion results using the UKF script, (3) The accuracy of the fusion results is analyzed based on the variables of position, linear velocity, and attitude. EKF and smoothing algorithm was chosen because in the research by Cahyadi and Rwabudandi (2019) it was proven to be able to produce more accurate and smoother position than the use of stand-alone GNSS due to the smoothing algorithm.…”
Section: Introductionmentioning
confidence: 99%
“…The best accuracy of 7.13 m was obtained when the integration involved the regional navigational satellite system, NavIC (Navigation with Indian Constellation). Nagui et al [16], through their research, also proved that using loosely coupled integration for land vehicle navigation by filtering the IMU and GNSS readings can produce 3D position accuracy of 0.68 m. An increment in the accuracy results of loosely coupled integration in condensed areas and urban areas is also obtained by performing post-processing smoothing [18][19][20]. Among all these studies, the Extended Kalman Filter (EKF) algorithm is used to perform loosely coupled integration.…”
Section: Introductionmentioning
confidence: 99%