Conference Paper

Performance of High-Accuracy Phase-Based Ranging in Multipath Environments

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Abstract

Narrow-band radios, i.e. Bluetooth low-energy (BLE) or Zigbee, are widely available in smartphones or sensor networks. Distance estimation is a highly desired function, because it enables new kinds of services like asset tracking, commissioning of sensors and keyless entry systems. The current solution based on signal strength, does not offer enough accuracy to support these services. Phase-based ranging is much more accurate, but multipath fading is severely impacting the accuracy. In this work we propose three methods to improve the precision of the distance estimation using phase-based ranging. The first method is to calculate a one-way-channel-response from a two-way-channel response, the second method is to use a superresolution algorithm to improve the separation of line-of-sight from non-line-of-sight components. And the third method is to use antenna polarization and to combine the data in an efficient way. We will support these proposed improvements with measurements in a multipath-rich environment.

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... Recent advancements in radio design have introduced the option of measuring the phase of received signals, motivating research into PBR. With the use of the MCPD method [43], also referred to as Active Reflector (AR) [22], the presented solutions achieved even greater accuracy in ranging and localization compared to other methods [22,43,44]. Nevertheless, there has been little consideration of how the PBR process affects the overall communication process. ...
... Recent advancements in radio design have introduced the option of measuring the phase of received signals, motivating research into PBR. With the use of the MCPD method [43], also referred to as Active Reflector (AR) [22], the presented solutions achieved even greater accuracy in ranging and localization compared to other methods [22,43,44]. Nevertheless, there has been little consideration of how the PBR process affects the overall communication process. ...
... After acquiring the phase response of a link, spectral analysis techniques can be employed to estimate the distance between the devices. Among the various algorithms available, such as slope-based [52], Fast Fourier Transform (FFT)-based [53], MUSIC-based [43], and ML-based [54], we use the FFT-based interpolated Complex-valued Distance Estimation (iCDE) algorithm [55] in this study due to its robustness to noise and ability to mitigate multipath effects. ...
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... [9]. In later works, it was extended to the whole CFR including the magnitude response as well [10]. ...
... The main challenge in this transformation is the positive/negative sign ambiguity due to squareroot operation. This causes extra π phase transitions that ruin the estimated CSI quality and degrade the ranging accuracy.With the aid of a special type of PLL that stays locked to the same phase as carrier frequency changes, the authors of [10] proposed a phase processing technique to mitigate this sign ambiguity problem. They make the strong assumption that by using those special PLLs, phase mismatches from one frequency band to the next one can be calculated and compensated for. ...
... where H is an N SC × M matrix whose columns are the CFR data estimated across N SC sub-carriers from M time snapshots. To minimize the overhead of capturing multiple signal snapshots, the covariance matrix estimateR can be VOLUME 4, 2016 realized using a Hankel matrix that is constructed from one CFR snapshot and spectral smoothing is applied as explained in [10], [16]. To apply spectral smoothing, we replace (4) bŷ R =HH H , whereH is the Hankel matrix given bȳ ...
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... In phase-based ranging, the channel is measured between two devices (known as initiator and reflector) on a uniform frequency grid over the bandwidth of interest [7]. The measurements can be processed using fast Fourier transform (FFT) [8] to obtain the CIR, however, the ranging accuracy is not great in multipath environment due to limited resolution of the FFT [9]. Instead of FFT, super-resolution algorithms such as Multiple signal classification (MUSIC) can be used to improve the accuracy of ranging in multipath environments [10]. ...
... Instead of FFT, super-resolution algorithms such as Multiple signal classification (MUSIC) can be used to improve the accuracy of ranging in multipath environments [10]. In [9] a novel ranging scheme based on single-snap shot MUSIC [11] is proposed which only employs a single IQ measurement over the frequency band. ...
... The critical assumption of applying the super-resolution algorithms such as MUSIC on phase-based ranging is that the IQ measurements at the initiator and reflector are taken on a uniform, frequency domain sampling grid [9]. However, this assumption will be violated in the case that there are missing or interfered tones. ...
Preprint
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... The Multi-Carrier Phase Difference (MCPD) ranging method is able to overcome this bandwidth limitation by collecting channel frequency response (CFR) data over multiple frequencies and it mitigates the coarse clock synchronization problem by working with the two-way instead of one-way channel. Using Inphase/Quadrature (IQ)-samples in MCPD instead of just phase information of the channel measurements has shown robust and superior performance against multipath effects [6]. ...
... The Active Reflector (AR)-principle is a well-known method [7], [8] for ranging where two radio transceivers, called the Initiator and the Reflector, send and receive constant tone signals over multiple frequencies. Different range estimators, such as gradient-based [9], Fourier-transformbased [10] and super-resolution-based [6] approaches are then applied to extract the range information from multifrequency channel measurements. These range estimators model the channel impulse response (CIR) as a superposition of multipath components (MPCs) defined by their complex magnitudes, angles-of-arrival (AoAs), and ToFs. ...
... When formulated as a delay estimation problem, the ranging problem can be considered a classical array signal processing problem, where MUSIC [12], ESPIRIT [13], and Matrix Pencil [14] estimators are applicable. In [6], MUSIC is applied for ranging based on single-snapshot one-way channel measurements, where spatial smoothing is applied to form a Hankel matrix from the CFR [15]. However, this work assumed the singleantenna case and no enhancements were applied to improve the MUSIC estimator performance. ...
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... To circumvent the aforementioned challenges , some contemporary attempts include weighted least square algorithm, provisioning a robust channel sounding algorithm, with relatively low complexity [12][13]. ...
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... Seifallah et al. [10] combined the 2D-FFT algorithm with the Newton gradient algorithm for parameter estimation, improving spatial resolution and reducing computational complexity. Furthermore, researchers have proposed other new algorithms, such as spectrum refinement algorithms [14], ratio algorithms [15], phase difference algorithms [16], super-resolution algorithms [17], and sparse optimization algorithms [18]. These algorithms aim to overcome the limitations of existing algorithms in terms of low resolution, poor accuracy, weak robustness, and high computational complexity. ...
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... Later works proposed further MCPD improvements including the incorporation of super-resolution algorithms. The use of MUltiple SIgnal Classification (MUSIC) [20] and support vector regression (SVR) [24] for BLE ranging discriminates the line-of-sight (LoS) component from multi-path signals, improving accuracy in complex environments. A number of simulations, anechoic chamber measurements, and small-scale ranging experiments demonstrated high accuracy in MCPD range estimation (e.g. ...
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... Phase-based ranging approaches utilize the phase information of Bluetooth signals to estimate distances [3]. While phase-based ranging methods have shown improved accuracy [4], they are still susceptible to limitations and challenges, including multi-path reflections and RF interferences, limited robustness to environmental changes, and high computational complexity and power consumption [5], [6]. ...
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... We consider a two-way system that utilizes the active reflector (AR) principle [31] to eliminate the effects of the unknown phase and timing offsets between the transmitter and receiver in one-way ranging. We apply the AR principle on the complex CFR of the propagation channel since the magnitude information also contains useful channel information [32] in addition to the phase information. Following the AR principle, two roles are defined, namely Initiator (I) and Reflector (R). ...
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... Here, the squareroot is used to avoid generation of additional unknown delays which are the result of inter-products between {φ k } K k=1 . The resulting measurements satisfy the model h D,i = ±MΘ i α, where the ambiguity can be resolved by tracking the phase difference between multiple bands [45]. ...
Preprint
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... Here, the squareroot is used to avoid generation of additional unknown delays which are the result of inter-products between {φ k } K k=1 . The resulting measurements satisfy the model h D,i = ±MΘ i α, where the ambiguity can be resolved by tracking the phase difference between multiple bands [47]. ...
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Method for distance determination
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Efficient slope sampling ranging and trilateration techniques for wireless localization
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