针对行人航位推算(pedestrian dead reckoning,PDR)室内信号易受到环境和多径效应干扰的问题,提出一种基于多模型融合的室内PDR优化建模方法.给出多模型融合的室内PDR建模方法系统模型,包括步数检测、步长推算、方向推算以及位置推算4...针对行人航位推算(pedestrian dead reckoning,PDR)室内信号易受到环境和多径效应干扰的问题,提出一种基于多模型融合的室内PDR优化建模方法.给出多模型融合的室内PDR建模方法系统模型,包括步数检测、步长推算、方向推算以及位置推算4个关键阶段.该方法在步数检测阶段融合了峰值检测算法、局部最大值算法以及提前过零检测算法;在步长推算阶段融合Weinberg方法和Kim方法,并利用卡尔曼滤波算法校正步数检测和步长推算的误差.基于不同场景从步数、步长、方向、位置误差方面与传统算法进行比较.结果表明,该组合模型结合了传统步数检测和步长推算算法的特征识别结果,可实现对步数检测、步长推算过程中信号特征的优化处理;在手持场景下,步数检测识别准确,步长推算中值误差在0.060 m以内,方向推算平均绝对误差最小为3.06°,位置推算平均误差为0.2353 m,取得较好的室内步行状态识别与定位性能.展开更多
Theory has it that increasing the step length improves the accuracy of a method. In order to affirm this we increased the step length of the concept in [1] by one to get k = 5. The technique of collocation and interpo...Theory has it that increasing the step length improves the accuracy of a method. In order to affirm this we increased the step length of the concept in [1] by one to get k = 5. The technique of collocation and interpolation of the power series approximate solution at some selected grid points is considered so as to generate continuous linear multistep methods with constant step sizes. Two, three and four interpolation points are considered to generate the continuous predictor-corrector methods which are implemented in block method respectively. The proposed methods when tested on some numerical examples performed more efficiently than those of [1]. Interestingly the concept of self starting [2] and that of constant order are reaffirmed in our new methods.展开更多
文摘针对行人航位推算(pedestrian dead reckoning,PDR)室内信号易受到环境和多径效应干扰的问题,提出一种基于多模型融合的室内PDR优化建模方法.给出多模型融合的室内PDR建模方法系统模型,包括步数检测、步长推算、方向推算以及位置推算4个关键阶段.该方法在步数检测阶段融合了峰值检测算法、局部最大值算法以及提前过零检测算法;在步长推算阶段融合Weinberg方法和Kim方法,并利用卡尔曼滤波算法校正步数检测和步长推算的误差.基于不同场景从步数、步长、方向、位置误差方面与传统算法进行比较.结果表明,该组合模型结合了传统步数检测和步长推算算法的特征识别结果,可实现对步数检测、步长推算过程中信号特征的优化处理;在手持场景下,步数检测识别准确,步长推算中值误差在0.060 m以内,方向推算平均绝对误差最小为3.06°,位置推算平均误差为0.2353 m,取得较好的室内步行状态识别与定位性能.
文摘Theory has it that increasing the step length improves the accuracy of a method. In order to affirm this we increased the step length of the concept in [1] by one to get k = 5. The technique of collocation and interpolation of the power series approximate solution at some selected grid points is considered so as to generate continuous linear multistep methods with constant step sizes. Two, three and four interpolation points are considered to generate the continuous predictor-corrector methods which are implemented in block method respectively. The proposed methods when tested on some numerical examples performed more efficiently than those of [1]. Interestingly the concept of self starting [2] and that of constant order are reaffirmed in our new methods.
