如果您无法下载资料,请参考说明:
1、部分资料下载需要金币,请确保您的账户上有足够的金币
2、已购买过的文档,再次下载不重复扣费
3、资料包下载后请先用软件解压,在使用对应软件打开
基于改进的UKF算法的室内测距定位 ImprovingIndoorRangingLocalizationUsinganEnhancedUKFAlgorithm Abstract: Indoorlocalizationplaysacrucialroleinvariousapplications,suchassmarthomes,assettracking,andindoornavigationsystems.Amongthedifferenttechniquesavailable,ranging-basedlocalizationhasgainedsignificantattentionduetoitsaccuracyandeffectiveness.ThispaperproposesanenhancedUnscentedKalmanFilter(UKF)algorithmforindoorranginglocalization,addressingthechallengesofmultipathreflectionsandnon-line-of-sight(NLOS)conditions.TheproposedalgorithmaimstoimprovetheaccuracyandreliabilityofindoorranginglocalizationbymitigatingtheeffectsofmultipathandNLOSerrors.ExperimentalresultsdemonstratethattheenhancedUKFalgorithmachieveshigheraccuracyandrobustnesscomparedtotraditionalranging-basedlocalizationmethods. 1.Introduction: Indoorlocalizationhasbecomeincreasinglyimportantinvariousapplications.TraditionalGPS-basedlocalizationtechniquessufferfromdegradedaccuracyinindoorenvironmentsduetomultipathreflections,signalblockages,andlimitedsatellitevisibility.Incontrast,ranging-basedlocalizationtechniquesutilizewirelesssignals,suchasWi-Fi,Bluetooth,orUltra-Wideband(UWB)signals,toestimatethepositionofthetarget. 2.ChallengesinIndoorRangingLocalization: However,indoorranginglocalizationfacesseveralchallenges.Multipathreflectionsoccurwhenthetransmittedsignalisreflectedbysurroundingobjects,resultinginmultiplesignalpathsreachingthereceiver.Thisleadstoerrorsintime-of-flightestimation,affectingranging-basedlocalizationaccuracy.Inaddition,non-line-of-sight(NLOS)conditions,wherethedirectpathbetweenthetransmitterandreceiverisobstructed,furtherdegradetheaccuracyofrangingmeasurements. 3.TheUnscentedKalmanFilter(UKF)Algorithm: TheUKFalgorithmisanonlinearestimationtechniqueusedforstateestimation.Itprovidessuperioraccuracyinnon-linearsystemscomparedtothetraditionalExtendedKalmanFilter(EKF)algorithm.TheUKFalgorithmincorporatestheUnscentedTransform,adeterministicsamplingmethodtopropagatethestatethroughthenon-linearfunctions.However
快乐****蜜蜂
实名认证
内容提供者
最近下载