# The Impact of New Features on Positioning Technology in LTE-A System

Authors: Zhang Bo; Du Yuanfeng; Yang Dongkai
Journal: Mobile Information Systems
 (2015)

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## Abstract

As the location based services develop, more and more researches have been focused on the positioning technologies in mobile networks. The long term evolution advanced (LTE-A) system, commercialized as the 4th generation (4G) mobile communication system, is based on the following key features: the orthogonal frequency division multiplexing (OFDM), the relay, the multiple input multiple outputs (MIMO), the carrier aggregation (CA), and the coordinated multipoint transmission and reception (CoMP). In this paper, the impact of these features on the existing positioning technology specified in the LTE-A standards is systematically investigated. Moreover, two approaches are proposed to take full advantage of these features in terms of positioning technologies and the key positioning parameters, including the reference signal time difference (RSTD) in the observed time difference of arrival (OTDOA) technology and user equipment receiving time subtracting transmitting time (UE Rx-Tx) in the enhanced cell identity (E-CID) technology.


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## Body

## 1. Introduction

Location based services are highly demanding in various scenarios and global navigation satellite system (GNSS) has been developed for this purpose. In challenging environments, however, it is difficult to achieve accuracy. Supplementary network based positioning systems, such as the LTE-A systems, are then introduced [1, 2]. To maximize positioning capabilities of these systems, many positioning technologies are proposed, such as assisted GNSS, OTDOA, and E-CID technologies. In this paper, we will focus on the latter two technologies.The OTDOA technology is based on measurement of reference signal time difference (RSTD) from different base stations. The location of a UE can be obtained from the intersection point of hyperbolas (shown in Figure1) [3]. Though this technology has been studied for a long time, it still has not been widely used in the existing wireless systems for small site detected numbers and low measurement accuracy. Later, the positioning reference signal (PRS) is specially specified in LTE-A system to improve the OTDOA performance. In [4–6], positioning methods based on the RSTD or TDOA have been proposed. The evaluation in [7] shows clearly the possibility of using 3GPP LTE measurements for indoor positioning. In [8], a method is carried out based on real measurement of OTDOA in the LTE 20 MHz bandwidth using three base stations (BS) in realistic deployment. And one main conclusion is that the measured channel allows a positioning accuracy of 20 m and 63 m at the median and 95% level respectively. However, the results in the form researches are almost all in the general case and the accuracy of RSTD is guaranteed. The accuracy in the interference environment has not been investigated yet.Figure 1
OTDOA positioning technology.The E-CID method requires the angle of arrival (AOA) and time of arrival (TOA) measurements (shown in Figure2). The positioning approach based on the TOA and AOA is introduced in [9, 10]. However, the AOA is mainly based on the smart antenna and is hard to evaluate [11]. In this paper, only the accuracy of TOA is considered.Figure 2
E-CID positioning technology.Many existing researches are about the positioning algorithms. However, besides the specific positioning algorithm, the measurements for positioning are also very important, such as RSTD and UE Rx-Tx, which are crucial since most methods are based on these measurements [12, 13]. How to maintain their accuracy under interference is of great importance. Usually the interference on positioning can be introduced by the data transmission of base stations nearby [14]. Existing researches mainly focus on the intercell interference with data transmission [15]. To ensure the accuracy, the LTE-A standard has required that the PRS from each site is measured by a UE in different subframes without data transmission. In that case, there is no intercell interference but the interference of LPNs, such as relay, remote radio head (RRH), and femto play a nonnegligible impact. LPNs are operated for larger coverage area as mobile communication rapidly develops, which are introduced to improve throughput capacities of hot spots. The public LPNs can be controlled by the network, while the femtos are relatively independent.Although the positioning technology has been widely used in personal location, vehicle navigation, advisory services, and other fields in the 2G and 3G systems, there are still many weaknesses. The low positioning accuracy, small service area, and long positioning delay have impacted the quality of location service. With the development of LTE-A system, high information speed and more colorful multimedia services can be achieved. It is evident that the strength of the positioning signal in LTE-A system will be significantly improved by the new technologies and features. On the other hand, the interference on positioning measurement will also be increased. Due to more detected base stations, small modification of the existing positioning technologies is also needed. Thus, it is important to study the impact of LTE-A system on positioning technology deeply.This paper proposed a novel direction to improve the positioning technology in the LTE-A systems. Instead of improving the positioning algorithms in the normal researches, the main objective of this paper is to investigate the impact of new features on positioning technology in LTE-A systems and how to take advantage of them, such as the OTDOA and E-CID. The evaluation process is based on the accuracy requirement specified in 3GPP LTE-A standards. Our contributions are as follows:(a)
establishing system model in detail to detect the time of signal arrival for RSTD and UE Rx-Tx measurement;
(b)
quantifying the impact of LPNs on measurement accuracy and proposing approaches to improve the accuracy;
(c)
modifying the existing positioning technologies based on the CA and CoMP features.The rest of this paper is organized as follows. In Section2, the system model for RSTD and UE Rx-Tx is introduced. Thereafter, accuracy performance is studied under the interference of LPNs and new approaches are proposed to recover the accuracy requirement in Section 3. Minor modification of the existing positioning technologies is proposed in Section 4. Conclusions are drawn in Section 5.


## 2. System Model for Positioning Measurement

Multipath and nonline of sight (NLOS) are widespread in the city environment, which results in poor positioning accuracy [16]. The OFDM technology used in LTE-A system has advantage of antifading and anti-interference, which enhances the receiving and identification of the positioning signal, and provides good foundation for the improvement of positioning accuracy [2, 17, 18]. Only the line of sight (LOS) scenario with multipath interference is considered in this section.A method for detecting the RSTD accuracy has been briefly described based on the discussion of 3GPP reports [19]. To study accuracy of positioning measurement, the system model based on the method for detecting the time of signal arrival in baseline scenario is established first. Measurement of RSTD and UE Rx-Tx can be described by the same system model except a different resource mapping technique. More specifically, PRS resource mapping is used for RSTD and cell-specific reference signal (CRS) resource mapping is used for UE Rx-Tx.According to the 3rd Generation Partnership Project (3GPP) Ts36.211 [20], basic scenarios for positioning measurement are presented in Figure 3. In Figure 3(a), the PRS is sent out from two eNobes to the UE with the same distance and the RSTD is supposed to be zero. In Figure 3(b), the CRS is sent out from the serving eNobe to the UE and the real travel time is known.Figure 3
Positioning measurement scenarios.
(a)
Scenario for PRS
(b)
Scenario for CRSThe common system model is presented in Figure4. In step 1, the signal sequence r
l
,
n
s
(
m
) is constructed as follows:(1)
r
l
,
n
s
m
=
1
2
1
-
2
·
c
2
m
+
j
1
2
1
-
2
·
c
2
m
+
1
,
m
=
0,1
,
…
,
2
N
RB
max,DL
-
1
,where l is the orthogonal frequency division multiplexing (OFDM) symbol number in one slot, n
s is the slot number in one radio frame, j is the imaginary unit, and N
RB
max
⁡
,
DL is the number of resource blocks in the downlink bandwidth. The pseudorandom sequence c
(
i
) here can be initialized at the beginning of each OFDM symbol with c
init given by(2)
c
init
=
2
10
·
7
·
n
s
+
1
+
l
+
1
·
2
·
N
ID
cell
+
1
+
2
·
N
ID
cell
+
1
,where N
ID
cell is the identification of a cell.Figure 4
System model.In step 2, the signal sequence is mapped into the time-frequency resource block according to structures specified in the standards. This is done on a uniform mesh over the time-frequency domain, where time and frequency are employed as horizontal and vertical axes, respectively. This sequence is then modulated and processed by the inverse fast Fourier transform (IFFT). Adding the cyclic prefix (CP), the time domain signal is obtained.In step 3, the signal is transmitted through a channel, which is described by the additive white Gaussian noise (AWGN) model or the extended typical urban (ETU) model. The output signal is obtained after combining with an additive white noise.After receiving the signal, propagation time of the signal between a UE and a site can be measured through estimating the first arrived path [21]. The basic principle is that analyzing the correlation between the received signal and a local signal (or the transmitted signal, equivalently). A signal correlation spectrum can be generated when the shifting time (x) and correlation (y) are employed as x- and y-axis, respectively. More precisely, the signal bandwidth 10 MHz is divided into 1024 chips, where a chip is the basic unit of a signal in the time domain, and the signal correlation is obtained when shifting the received signal by chips. One chip in 10 MHz and 1.4 MHz system equals 2 Ts and 16 Ts, respectively, with the time granularity Ts standing for 32.5 ns.The first arrived path is defined as the minimum chip satisfying(3)
min
⁡
x
⁡
x
∣
y
x
∈
y
l
b
,
y
peak
∩
x
∣
y
x
≥
y
gate
.Herey
peak, y
gate, and y
l
b are the peak values of the signal correlation, the given noise gate, and the lower bound of the searching interval, respectively. In this simulation,(4)
y
l
b
=
y
peak
-
α
,where α is the parameter to avoid the false alarm problem and an empirical strategy is proposed to choose y
gate
=
5.1
dB and α
=
8
dB for 1% false alarm probability in [19].In the LTE-A system, MIMO is widely used and the deployment of antennas typically involves one transmitting antenna and two receiving antennas, which produce two signal correlation spectrums. The correlation spectrum used for the detection of the first path is the average of the above two spectrums.So far, the model only takes into account the baseline scenario. Difference between the measured resulttim
e
detect and the actual value tim
e
true is considered as measurement accuracy Erro
r
measure:(5)
Erro
r
measure
=
tim
e
true
-
tim
e
detect
.To mimic the interference induced by a LPN, another signal containing random data sequencesDat
a
LPN over the whole bandwidth is generated and added to the initial transmitting signal:(6)
Dat
a
LPN
=
1
0
SN
R
LPN
/
10
∗
D
,where SN
R
LPN is the signal-to-noise ratio (SNR) of LPN. D is the random binary sequence after binary phase shift keying (BPSK) modulation.


## 3. Impact of LPNs on Positioning Measurement

The basic function of the LPNs is to retransmit the signal from the BS or a UE, with the purpose of improving the coverage of high data rates and providing temporary coverage to fill shadow regions. With the development of mobile networks, the LPNs have been widely used and become an important feature of LTE-A system. In this section, the research of the impact of LPNs on positioning measurement includes the following RSTD and UE Rx-Tx two parts. The detailed system simulation model for detecting the first path arrived to obtain the RSTD and UE Rx-Tx measurement has been proposed in Section2. To compare with the accuracy requirement in the 3GPP LTE standard, a lot of experiment results are obtained in various scenarios. Two approaches, furthermore, are proposed to improve the accuracy of these parameters in order to access the positioning requirement of LTE-A system with excellent simulation performance.


### 3.1. Impact of RSTD under Interference of LPNs

As specified in 3GPP 36.133 [22], the accuracy requirement of RSTD is 15 Ts in 1.4 MHz and 5 Ts in 10 MHz, where time granularity Ts stands for 32.5 ns (2 Ts = 1 chip). If the margin and actual measurement errors are excluded, the suitable requirement is around 1 Ts.In the conventional OTDOA technology, LPNs are not considered as positioning nodes [23]. Therefore, data transmission through LPNs may introduce strong interference. In Figure 5, the nearer the UE is from the LPN, the more the interference will be introduced in the measurement of RSTD. We should research to answer the following questions: what is the interference degree from the LPNs on RSTD measurements and how to eliminate the interference?Figure 5
Interference of LPN on RSTD.Based on the system model proposed above, the following detailed parameters are set for the simulation in Table1. As shown in Figure 6, if a UE is close to a LPN during the positioning service, the detection of the real first arrived path would be difficult for many correlation peaks. As a result, the detected result is the 24.1th chip while the true time is in the 15th chip, with the measurement error of 18.2 Ts (9.1 chips). Thus the additional error introduced by LPNs is too large to be ignored.Table 1
RSTD simulation parameters.
Parameter
Configuration
Remarks
Measurement bandwidth
1.4 MHz, 10 MHz
Two cases
Measurement resource block
6 RB, 50 RB
Two cases
Measurement period
200 ms
Transmitting antenna number
1
Receiving antenna number
2
The two antennas are not related
Channel
AWGN
Two cases
CP length
Normal CP
Frequency
2.0 GHz
SNR of positioning cell
(−3 dB, −13 dB)
The interference from other cells is included in the noise
SNR of LPN
[−∝, 6 dB]Figure 6
Signal correlation in 10 MHz with LPN.To analyze the interference degree of a LPN, signal-to-noise ratio (SNR) of the main positioning site is set as −13 dB according to the minimum detecting threshold for PRS, and SNR of the LPN varies from −12 dB to 6 dB. Figures7 and 8 show that RSTD error is an increasing function of SNR. The error increases dramatically when SNR is greater than 0 dB in 10 MHz and 1.4 MHz and exceeds the accuracy requirement.Figure 7
RSTD error as a function of LPN SNR in 10 MHz.Figure 8
RSTD error as a function of LPN SNR in 1.4 MHz.


### 3.2. Approach Proposed for RSTD Measurement

To solve this problem, the following approach is proposed in Figure9 as follows.Figure 9
Approach proposed for RSTD measurement under the LPN interference.(a) For a public LPN, set a threshold for SNR. If the interference degree detected by the UE is greater than the threshold (SN
R
LPN
≥
0
dB), the interference should be eliminated; otherwise, no action is required. For the former case, if this LPN can transmit PRS, it is then used as a temporary positioning node; otherwise, lower data transmitting power or terminate data transmission is used to reduce the interference.Figures10 and 11 show the results of the above approach under interference. The correlation peak in Figure 4 is quite obvious compared with Figure 6, which makes the detection of the first arrived path much easier. And the detected result is just around the 15th chip, which is the true time. The cumulative distribution function (CDF) of RSTD accuracy in Figure 11 shows that 90% of the RSTD error is smaller than 1 Ts and is consistent with the standard. By taking interfering signals into account, the proposed approach is effective to ensure the accuracy requirement of RSTD.Figure 10
Signal correlation in 10 MHz.Figure 11
CDF of RSTD accuracy in 10 MHz AWGN.(b) For a private LPN, its coverage area is always less than 40 m. UEs suffering strong interference from this LPN can use the location of this LPN as the positioning result which satisfies the Federal Communications Commission accuracy requirement.


### 3.3. Impact of UE Rx-Tx under Interference of LPNs

For E-CID positioning technology, the distance between the serving BS and UE is indicated by time of arrival (TOA); the detailed measurement process of TOA is shown in Figure12 as follows:T1:
time of transmitting uplink signal from UE to BS;
T2:
time of transmitting downlink signal from UE to BS;
T3:
true time of uplink signal arriving at BS;
T4:
arriving time of uplink signal measured by BS (with error);
T5:
true time of downlink signal arriving at UE;
T6:
arriving time of downlink signal measured by UE (with error).Figure 12
Timing relationship of downlink and uplink signal.Obviously,TA
=
(
T
3
-
T
2
)
+
(
T
5
-
T
1
)
=
(
T
3
-
T
1
)
+
(
T
5
-
T
2
)
=
2
∗
TOA. When the measurement error introduced by BS (T
4
-
T
3) is ignored, the error on the UE side (T
6
-
T
5) is considered as the main factor of TOA error and denoted by the UE Rx-Tx error [10].The scenario of LPN interference on UE Rx-Tx is shown in Figure13. The accuracy requirement of UE Rx-Tx is 10 Ts in 10 MHz and 20 Ts in 1.4 MHz, and minimum SNR of a CRS from a serving site is −3 dB [9]. The typical interference of a LPN is −1 dB, and the other detailed parameters are set for the simulation in Table 2.Table 2
UE Rx-Tx simulation parameters.
Parameter
Configuration
Remarks
Measurement bandwidth
1.4 MHz, 10 MHz
Two cases
Measurement resource block
6 RB, 50 RB
Two cases
Measurement period
200 ms
Samples
5
Coherent average of each sample
L3 filter
Not used
Transmitting antenna number
1
Receiving antenna number
2
The two antennas are not related
Channel
AWGN, ETU70
Two cases
CP length
Normal CP
Frequency
2.0 GHz
SNR of serving cell
−3 dB
The interference from other cells is included in the noiseFigure 13
Interference of LPN on UE Rx-Tx.The approach in Section3.2, designed for RSTD, can also be used here to improve the accuracy of Rx-Tx [24]. However, the data transmitting service of a LPN will be affected if strategy (a) is used.Therefore, the method of measuring on the multicast-broadcast single frequency network (MBSFN) subframes is proposed, which works for both public and private LPNs [25]. The collision case is named if CRS pilots of the measuring cell and the aggressive LPN are the same; otherwise, it is called noncollision case. Performance of this method under different conditions is listed in Figures 14 and 15 where cases 1, 2, and 3 stand for interference (non-MBSFN), MBSFN approach without collision, and MBSFN approach with collision, respectively. And more simulation results are collected in Table 3, in which the 90% value of the CDF is presented. In the wideband situation (10 MHz), as the UE is usually near the serving cell, the interference is weak compared with the signal strength of the serving cell. Thus, the measurement of UE Rx-Tx is less affected, and the improvement of MBSFN approaches is not obvious. However, in the narrowband situation (1.4 MHz), the interference is strong compared with the signal strength. Hence, MBSFN approaches improve the accuracy in a significant way.Table 3
Accuracy of UE Rx-Tx.
Channel model
AWGN
Bandwidth
Case 1
Case 2
Case 3
1.4 MHz (Ts)
−7.95~−5.36
−5.2~−4.44
−6.05~−4.92
10 MHz (Ts)
−0.57~−0.54
−0.55~−0.53
−0.56~−0.53
Channel model
ETU70
Bandwidth
Case 1
Case 2
Case 3
1.4 MHz (Ts)
−11.59~−4.89
−6.45~−4.45
−6.75~−4.46
10 MHz (Ts)
−0.29~5.4
−0.2~5.4
−0.22~5.4Figure 14
UE Rx-Tx accuracy in three cases with 1.4 MHz and AWGN.Figure 15
UE Rx-Tx accuracy in three cases with 1.4 MHz and ETU70.


## 3.1. Impact of RSTD under Interference of LPNs

As specified in 3GPP 36.133 [22], the accuracy requirement of RSTD is 15 Ts in 1.4 MHz and 5 Ts in 10 MHz, where time granularity Ts stands for 32.5 ns (2 Ts = 1 chip). If the margin and actual measurement errors are excluded, the suitable requirement is around 1 Ts.In the conventional OTDOA technology, LPNs are not considered as positioning nodes [23]. Therefore, data transmission through LPNs may introduce strong interference. In Figure 5, the nearer the UE is from the LPN, the more the interference will be introduced in the measurement of RSTD. We should research to answer the following questions: what is the interference degree from the LPNs on RSTD measurements and how to eliminate the interference?Figure 5
Interference of LPN on RSTD.Based on the system model proposed above, the following detailed parameters are set for the simulation in Table1. As shown in Figure 6, if a UE is close to a LPN during the positioning service, the detection of the real first arrived path would be difficult for many correlation peaks. As a result, the detected result is the 24.1th chip while the true time is in the 15th chip, with the measurement error of 18.2 Ts (9.1 chips). Thus the additional error introduced by LPNs is too large to be ignored.Table 1
RSTD simulation parameters.
Parameter
Configuration
Remarks
Measurement bandwidth
1.4 MHz, 10 MHz
Two cases
Measurement resource block
6 RB, 50 RB
Two cases
Measurement period
200 ms
Transmitting antenna number
1
Receiving antenna number
2
The two antennas are not related
Channel
AWGN
Two cases
CP length
Normal CP
Frequency
2.0 GHz
SNR of positioning cell
(−3 dB, −13 dB)
The interference from other cells is included in the noise
SNR of LPN
[−∝, 6 dB]Figure 6
Signal correlation in 10 MHz with LPN.To analyze the interference degree of a LPN, signal-to-noise ratio (SNR) of the main positioning site is set as −13 dB according to the minimum detecting threshold for PRS, and SNR of the LPN varies from −12 dB to 6 dB. Figures7 and 8 show that RSTD error is an increasing function of SNR. The error increases dramatically when SNR is greater than 0 dB in 10 MHz and 1.4 MHz and exceeds the accuracy requirement.Figure 7
RSTD error as a function of LPN SNR in 10 MHz.Figure 8
RSTD error as a function of LPN SNR in 1.4 MHz.


## 3.2. Approach Proposed for RSTD Measurement

To solve this problem, the following approach is proposed in Figure9 as follows.Figure 9
Approach proposed for RSTD measurement under the LPN interference.(a) For a public LPN, set a threshold for SNR. If the interference degree detected by the UE is greater than the threshold (SN
R
LPN
≥
0
dB), the interference should be eliminated; otherwise, no action is required. For the former case, if this LPN can transmit PRS, it is then used as a temporary positioning node; otherwise, lower data transmitting power or terminate data transmission is used to reduce the interference.Figures10 and 11 show the results of the above approach under interference. The correlation peak in Figure 4 is quite obvious compared with Figure 6, which makes the detection of the first arrived path much easier. And the detected result is just around the 15th chip, which is the true time. The cumulative distribution function (CDF) of RSTD accuracy in Figure 11 shows that 90% of the RSTD error is smaller than 1 Ts and is consistent with the standard. By taking interfering signals into account, the proposed approach is effective to ensure the accuracy requirement of RSTD.Figure 10
Signal correlation in 10 MHz.Figure 11
CDF of RSTD accuracy in 10 MHz AWGN.(b) For a private LPN, its coverage area is always less than 40 m. UEs suffering strong interference from this LPN can use the location of this LPN as the positioning result which satisfies the Federal Communications Commission accuracy requirement.


## 3.3. Impact of UE Rx-Tx under Interference of LPNs

For E-CID positioning technology, the distance between the serving BS and UE is indicated by time of arrival (TOA); the detailed measurement process of TOA is shown in Figure12 as follows:T1:
time of transmitting uplink signal from UE to BS;
T2:
time of transmitting downlink signal from UE to BS;
T3:
true time of uplink signal arriving at BS;
T4:
arriving time of uplink signal measured by BS (with error);
T5:
true time of downlink signal arriving at UE;
T6:
arriving time of downlink signal measured by UE (with error).Figure 12
Timing relationship of downlink and uplink signal.Obviously,TA
=
(
T
3
-
T
2
)
+
(
T
5
-
T
1
)
=
(
T
3
-
T
1
)
+
(
T
5
-
T
2
)
=
2
∗
TOA. When the measurement error introduced by BS (T
4
-
T
3) is ignored, the error on the UE side (T
6
-
T
5) is considered as the main factor of TOA error and denoted by the UE Rx-Tx error [10].The scenario of LPN interference on UE Rx-Tx is shown in Figure13. The accuracy requirement of UE Rx-Tx is 10 Ts in 10 MHz and 20 Ts in 1.4 MHz, and minimum SNR of a CRS from a serving site is −3 dB [9]. The typical interference of a LPN is −1 dB, and the other detailed parameters are set for the simulation in Table 2.Table 2
UE Rx-Tx simulation parameters.
Parameter
Configuration
Remarks
Measurement bandwidth
1.4 MHz, 10 MHz
Two cases
Measurement resource block
6 RB, 50 RB
Two cases
Measurement period
200 ms
Samples
5
Coherent average of each sample
L3 filter
Not used
Transmitting antenna number
1
Receiving antenna number
2
The two antennas are not related
Channel
AWGN, ETU70
Two cases
CP length
Normal CP
Frequency
2.0 GHz
SNR of serving cell
−3 dB
The interference from other cells is included in the noiseFigure 13
Interference of LPN on UE Rx-Tx.The approach in Section3.2, designed for RSTD, can also be used here to improve the accuracy of Rx-Tx [24]. However, the data transmitting service of a LPN will be affected if strategy (a) is used.Therefore, the method of measuring on the multicast-broadcast single frequency network (MBSFN) subframes is proposed, which works for both public and private LPNs [25]. The collision case is named if CRS pilots of the measuring cell and the aggressive LPN are the same; otherwise, it is called noncollision case. Performance of this method under different conditions is listed in Figures 14 and 15 where cases 1, 2, and 3 stand for interference (non-MBSFN), MBSFN approach without collision, and MBSFN approach with collision, respectively. And more simulation results are collected in Table 3, in which the 90% value of the CDF is presented. In the wideband situation (10 MHz), as the UE is usually near the serving cell, the interference is weak compared with the signal strength of the serving cell. Thus, the measurement of UE Rx-Tx is less affected, and the improvement of MBSFN approaches is not obvious. However, in the narrowband situation (1.4 MHz), the interference is strong compared with the signal strength. Hence, MBSFN approaches improve the accuracy in a significant way.Table 3
Accuracy of UE Rx-Tx.
Channel model
AWGN
Bandwidth
Case 1
Case 2
Case 3
1.4 MHz (Ts)
−7.95~−5.36
−5.2~−4.44
−6.05~−4.92
10 MHz (Ts)
−0.57~−0.54
−0.55~−0.53
−0.56~−0.53
Channel model
ETU70
Bandwidth
Case 1
Case 2
Case 3
1.4 MHz (Ts)
−11.59~−4.89
−6.45~−4.45
−6.75~−4.46
10 MHz (Ts)
−0.29~5.4
−0.2~5.4
−0.22~5.4Figure 14
UE Rx-Tx accuracy in three cases with 1.4 MHz and AWGN.Figure 15
UE Rx-Tx accuracy in three cases with 1.4 MHz and ETU70.


## 4. Modification of Positioning Technology Based on CA and CoMP

### 4.1. Impact of CA Technology on Positioning

In order to satisfy the highest rate in LTE-A system, the bandwidth should be as large as 100 MHz. Thus, the carrier aggregation (CA) technology is proposed in LTE-A system, which is used to combine the separate bandwidth together with different frequency carriers. In the CA scenario, each base station can allocate up to eight carriers to the user and the signal quality on each carrier varies. The PRS would be measured on one arbitrary carrier based on the positioning procedure in the LTE-A standards, which is not reasonable. The signal quality of each carrier should be measured before detecting the PRS and the one with the highest SNR is chosen for the positioning measurement. The improved positioning scheme is shown in Figure16, in which the MMSE (mobility management equipment) and SMLC (senior management location center) are models. When UE sends the message of positioning ability response to SMLC, the proposed carrier quality response signaling containing quality information of each carrier for carrier selection should also been transmitted. The comparison in Table 4 shows that the improvement is obvious, especially in the three-BS case.Table 4
Compared result of the proposed scheme.
Positioning error
Three-BS case (probability)
Four-BS case (probability)
Random carrier
Proposed method
Random carrier
Proposed method
<50 m
64.4%
69.2%
90%
92%
<150 m
74%
77.4%
96.1%
97.8%Figure 16
New workflow of OTDOA method.


### 4.2. Impact of CoMP Feature on Positioning

In the LTE-A system, the CoMP feature is introduced to reduce intercell interference and improve the spectral efficiency for the edge UE. The feature provides several serving BS for the UE instead of a unique BS in the previous. Thus, existing E-CID positioning method can be improved based on the additional information from CoMP serving BSs. As the simulation above indicates, the accuracy of time of arrival (TOA) can be guaranteed in a small range. However, due to the multipath effects and limitations of hardware device, the angle of arrived (AOA) measurement has great error. Thus, the positioning result of E-CID is always ranging from 200 to 1000 meters. When the CoMP feature is introduced, the UE can perform TOA and AOA measurements from all the BSs in the CoMP set together. The positioning result can be considered in the crossover regions of several track rounds, which are generated with the location of BS as the circle center and the TOA as the radius. The inaccuracy AOA measurement is used as the auxiliary information to decrease the candidate regions (see Figure17).Figure 17
Modification for E-CID method in CoMP scenario.The formulas are as follows:(7)
x
ue
-
x
i
2
+
y
ue
-
y
i
2
=
TO
A
i
∗
c
tan
⁡
AO
A
i
=
y
ue
-
y
i
x
ue
-
x
i
i
=
1,2
,
…
,
N
,where N is the number of the CoMP set. (
x
ue
,
y
ue
) is the location of the UE, and (
x
i
,
y
i
) is the location of the ith serving BS. TO
A
i and AO
A
i are the measurements from the ith serving BS.


## 4.1. Impact of CA Technology on Positioning

In order to satisfy the highest rate in LTE-A system, the bandwidth should be as large as 100 MHz. Thus, the carrier aggregation (CA) technology is proposed in LTE-A system, which is used to combine the separate bandwidth together with different frequency carriers. In the CA scenario, each base station can allocate up to eight carriers to the user and the signal quality on each carrier varies. The PRS would be measured on one arbitrary carrier based on the positioning procedure in the LTE-A standards, which is not reasonable. The signal quality of each carrier should be measured before detecting the PRS and the one with the highest SNR is chosen for the positioning measurement. The improved positioning scheme is shown in Figure16, in which the MMSE (mobility management equipment) and SMLC (senior management location center) are models. When UE sends the message of positioning ability response to SMLC, the proposed carrier quality response signaling containing quality information of each carrier for carrier selection should also been transmitted. The comparison in Table 4 shows that the improvement is obvious, especially in the three-BS case.Table 4
Compared result of the proposed scheme.
Positioning error
Three-BS case (probability)
Four-BS case (probability)
Random carrier
Proposed method
Random carrier
Proposed method
<50 m
64.4%
69.2%
90%
92%
<150 m
74%
77.4%
96.1%
97.8%Figure 16
New workflow of OTDOA method.


## 4.2. Impact of CoMP Feature on Positioning

In the LTE-A system, the CoMP feature is introduced to reduce intercell interference and improve the spectral efficiency for the edge UE. The feature provides several serving BS for the UE instead of a unique BS in the previous. Thus, existing E-CID positioning method can be improved based on the additional information from CoMP serving BSs. As the simulation above indicates, the accuracy of time of arrival (TOA) can be guaranteed in a small range. However, due to the multipath effects and limitations of hardware device, the angle of arrived (AOA) measurement has great error. Thus, the positioning result of E-CID is always ranging from 200 to 1000 meters. When the CoMP feature is introduced, the UE can perform TOA and AOA measurements from all the BSs in the CoMP set together. The positioning result can be considered in the crossover regions of several track rounds, which are generated with the location of BS as the circle center and the TOA as the radius. The inaccuracy AOA measurement is used as the auxiliary information to decrease the candidate regions (see Figure17).Figure 17
Modification for E-CID method in CoMP scenario.The formulas are as follows:(7)
x
ue
-
x
i
2
+
y
ue
-
y
i
2
=
TO
A
i
∗
c
tan
⁡
AO
A
i
=
y
ue
-
y
i
x
ue
-
x
i
i
=
1,2
,
…
,
N
,where N is the number of the CoMP set. (
x
ue
,
y
ue
) is the location of the UE, and (
x
i
,
y
i
) is the location of the ith serving BS. TO
A
i and AO
A
i are the measurements from the ith serving BS.


## 5. Conclusions and Future Directions

We have systematically investigated key parameters for positioning in LTE-A system under the interference of LPNs. To achieve accuracy requirement, two approaches are proposed with excellent simulation performance. Moreover, modifications are proposed to improve existing positioning methods especially in the CA and CoMP scenarios. Extensive simulations show that proposed approaches are effective. Since observation measurements from experimental campaigns can provide realistic strengths of signal interference introduced by LPNs, to what extent our approaches are applicable will be an interesting topic.As the positioning accuracy is greatly affected by the measurements of signals, such as RSTD and TOA, further researches will be focused on the approaches of ensuring the measurements in various real environments beyond the improvement of positioning algorithms. The benefits for positioning introduced by CA, MIMO, and CoMP technologies should be investigated more deeply. Moreover, as the development of the mobile communication system, new framework specified for positioning should be researched.



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*Source: 167532-2015-05-19.xml*