基于指纹的WLAN户外定位系统估计距离的回归分析

Sutiyo, Risanuri Hidayat, Sunarno, I. Mustika
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引用次数: 2

摘要

无线局域网(WLAN)定位技术随着技术的发展和无线设备用户数量的增加而不断发展。现有的定位技术有几种方法,精度各不相同,一般应用于室内。现有的定位技术寻找的目标是用户移动设备的位置。本文介绍了基于指纹识别的无线局域网户外定位系统的回归分析方法。被搜索的位置是接入点的位置,而不是像任何其他定位研究那样的用户的移动设备。利用信号指纹系统,从现场测量中获得的经验数据存储在数据库中。数据库由一个DataPoint表组成,该表包括查找器接收到的信号强度(RSSfnd)和查找器与接入点之间的距离(Dreal)。测量范围为0 ~ 100米,分为11个测量点。用于分析的回归模型有线性回归、指数回归和多项式回归。根据回归线和$\mathbf{R}^{2}$的值可以得出最精确的回归技术来估计发现者与接入点目标之间的距离。线性回归得到$\mathbf{R}^{2}$的值为0.8133,指数回归得到0.8641,多项式回归得到$\mathbf{R}^{2}$的值为0.9951。从得到的$\mathbf{R}^{2}$的数量来看,多项式回归是其他回归模型中最精确的回归模型。本系统提供了一种更有效的无线局域网室外定位方法,只需测量一次接收信号强度(RSS)就能估计出寻星器与接入点目标之间的距离。本文的系统在估计距离时不像其他研究那样需要锚点或参考节点。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Regression Analysis for Estimated Distance in Fingerprinting-Based WLAN Outdoor Localization System
Wireless local area network (WLAN) localization techniques are evolving in line with technological developments and the number of wireless device users. The existing localization techniques have several methods, with varying degrees of accuracy, and are generally applied to indoors. The targets sought in existing localization techniques find positions of user's mobile device. In this paper describes the regression analysis method for fingerprinting-based WLAN outdoor localization system. The position being searched is the location of the access point, rather than the user's mobile device like any other localization research. With a signal fingerprinting system, the empirical data obtained from field measurements are stored in the database. The database consists of a DataPoint table, which includes received signal strength by the finder (RSSfnd) and the distance between the finder against the access point (Dreal). Measurements were made at a range of 0 to 100 meters and divided into eleven measurement points. Regression models used for analysis are linear regression, exponential regression, and polynomial regression. Based on the regression line and the value of $\mathbf{R}^{2}$ can conclude the most precise regression technique to estimate the distance between the finder against the target of an access point. Linear regression yields $\mathbf{R}^{2}$ value of 0.8133, exponential regression of 0.8641, and polynomial regression of $\mathbf{R}^{2}$ value of 0.9951. Based on the amount of $\mathbf{R}^{2}$ obtained, the polynomial regression is the most precise regression model compared to other regression models. The system in this paper offers a more effective and efficient method of WLAN outdoor localization, only one measurement of received signal strength (RSS) has been able to estimate the distance between the finder against the target of an access point. The system in this paper does not require an anchor or reference node when estimating distances as needed in other research.
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