INVESTIGATION OF WI-FI INDOOR SIGNALS UNDER LOS AND NLOS CONDITIONS
Transcript of INVESTIGATION OF WI-FI INDOOR SIGNALS UNDER LOS AND NLOS CONDITIONS
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Investigation of WI-Fi indoor signals under LOS and NLOS
conditions
S. Japertas, E. Orzekauskas
Department of Telecommunications, Kaunas University of Technology,Studentu str. 50, LT-51368 Kaunas, Lithuania
e-mail:[email protected],[email protected]. Slanys
Telecommunications Department, JSC Lietuvos dujos,Aguonu str. 24, LT-03212 Vilnius, Lithuania
e-mail:[email protected]
ABSTRACT
In this work the propagation of radio wavesat 2.4 GHz in NLOS conditions has beenstudied. The study was carried out using two
transmitters operating on different standards:802.11g (D-Link) and 802.11n (TrendNet).
The experiments were carried out underdifferent scenarios in order to investigate theeffect of the walls on signal propagation.
Experimental results were processed usingstatistical methods and were compared with
"log-distance" and free space models and
with the network simulation programme"Aerohive online planner" results. A newsignal prediction model, which allows
predicting signal propagation depending on
the number of walls, was created. In thiswork 802.11g and 802.11n standards werealso compared. The results can be used tofurther investigate radio wave propagationin indoor NLOS conditions and in the
development of wave propagation models.
KEYWORDS
WLAN, 802.11 signal indoor propagation,LOS, NLOS.
1 INTRODUCTION
Data transfer is a key component of the
Information Society. Its impact on dailylife increases constantly.
Wireless Local Area Networks (WLAN)technologies and the application thereof
in the indoor environment have gainedespecially high acceleration. Signals aretransmitted under the line-of-sight (LOS)
and/or non LOS (NLOS) conditions in
such environments. During the WLAN
design, it is necessary to pre-evaluateLOS and NLOS radio-wave propagation
in the indoor environment. But inpractice systems generally work under
NLOS conditions. The main problem isthat it is very difficult to predict indoor
radio wave propagation in the absence of
direct visibility between the transmitterand the receiver. Although some number
of radio waves propagation prediction
methods [1-4] have been proposedrecently, it is still difficult to predict how
the radio frequency waves act. The
existing simulation programmes aremainly intended to simulate signalpropagation under LOS conditions.The goal of this research paper was theexperimental investigation of the 802.11g and n standards (further 802.11g/n)radio waves NLOS propagation in themulti partitions indoors. Experimentalresults were compared with the log-
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distance path losses and free space lossesmodels as well as with the results of thesimulation programme "Aerohive onlineWi-Fi planner". Based on the results ofexperiments, a new model for theevaluation of influence of multipartitions on the propagation of suchsignals was proposed.
2 RADIO WAVE NLOS INDOORS
PROPAGATION
2.1 Experiments and Models
There is a sufficient number ofexperiments carried out in various
NLOS indoor environments. In most
researches, the experimental results areapproximated by some models. It is
quite difficult to compare the results of
different authors because the transferred
signal is affected by a variety ofpropagation mechanisms (absorption,
scattering, reflection, and diffraction)
under the NLOS conditions.However, insome cases it is difficult to explain the
experimental results according the
existing effects and describe them
according the well-known models.On the other hand, there still is an
insufficient number of studies,
particularly in investigating the 802.11nstandard, which would allow a full
assessment of radio wave propagation
indoors.In order to predict the NLOS signal
propagation, the following models [1-4,
6] are usually applied: Open Space,
Traditional, Multi-Partitioning, Log-
Distance Path Loss Model, Log-NormalShadowing, Two-Ray Model, Free
Space Losses, and other.
The most prevalent model, which iscommonly used to compare the
experimental results, is the free space
losses (FSL) model:
FSL= 92,45 + 20 logf+20lgd, (1)
where:
f - the frequency in GHz,
d - the distance between the transmitter
and receiver in km.The log-distance model (2) [1, 5] or itsmodifications are amongst the most
widely used ones:
0
0 log10)()(d
dndPLdPL , (2)
where:
PL(d)the path loss in the distance d,PL(d0)the path loss in the distance d0,
d0 the close-in reference distance in
meters,nthe path loss exponent.
The multi-partitioning model tries to
evaluate the signal propagation in
buildings with multiple partitions, walls,and other obstacles [2]. The model's
mathematical expression is:
MAffdd
GGPP trtr
)log20
6.32(
00
, (3)
and
,1
cbN
aN
NAA (4)
where:
A an additional signal attenuation dueto the building partitions, walls, or other
barriers;
Nthe number of the partitions;A1 the average attenuation of the
partition;
constants a, b, and c are determined
during the experiment.
As it is seen, this model is not very easyto use in the practicable simulations.
2.2 Simulation tools
Currently, there are a number ofsimulations tools that allow indoor
signal propagation under LOS and
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NLOS conditions to be predicted. In this
work In order to simulate signal
propagation in indoor conditions the"Aerohive online Wi-Fi planner" tool
was chosen. This programme has a web-
based interface and helps the indoorwireless network to be designed andallows the RF environment, where the
wireless network will be installed to be
simulated; it also allows setting theaccess point (AP) parameters
(frequency, power, standard, etc.). There
is the possibility to design your indoor
map, to put the AP into the desiredlocation and obtain a simulated
coverage.
3 MEASUREMENT SCENARIOS
The experiments were carried out on the
fourth floor of the building of theTelecommunications and Electronics
Department of the Kaunas University of
Technology (Fig. 1). Measurementswere made by increasing the distance
between the transmitter and receiver step
by step in small portions. It is the way
for detecting effects that could cause thiscomplex geometry of the corridor. The
height of the corridor and rooms is 3.00
m. The total length of the corridor is 155m. The measurements were carried out
up to 90 m. The length of the rooms
varied. The signal reflection andscattering effects from the surface of the
restrictive corridors have a large impact
on the measurements. As it is known,
these two effects strongly depend on thedielectric properties and signal
frequency [10]. Reflective surfaces in
the corridor and rooms include glass and
wooden doors and plaster walls. In thisresearch the dielectric properties of these
materials were not specifically
measured. Two scenarios (Scenarios 1for the LOS conditions and Scenarios 2
for the NLOS conditions) were applied
when a wireless router was fixed at a
height of 1.47 m and a receiver wasmoved along the central axis of rooms or
the corridor:
The following two wireless routers wereused as the original signal sources: D-Link DIR300 version 2.01, which
supports the IEEE 802.11g standard, and
Trendnet TEW410 APB, which supportsthe IEEE 802.11n standard. The main
specifications are: Module technique
16QAM/ 64QAM/BPSK/QPSK with
OFDM, frequency is 2462 MHz,transmit power is 16 dBm for DIR300;
Module technique is OFDM, frequency
is 2437 MHz, transmit power is 15.5dBm for TEW410APB.
Measurements were carried out by
means of the spectrum analyzer Anritsu
Cell Master MT8212A. The spectrumanalyzer was lifted to a height of 1.47
meters and was moving along the axial
line of the corridor or the hall.10 measurements were made in each
point, and the average value of these
results was calculated. The statistical
treatment of these results for the LOSconditions (Scenario 1) showed that the
root mean square deviation was
approximately 2.8 dBm for the 802.11gstandard and about 3.3 dBm for the
802.11 n standard (depending on the
distance from the transmitter). Thecorrelation coefficient was about 0.88
and 0.83 for the 802.11 g and 802.11 n
standards respectively. The root mean
square for the NLOS conditions(Scenario 2) was 2.1 dBm for the 802.11
standard and 2.4 dBm for the 802.11 n
standard. The correlation coefficient was
0.945, which shows a strong relationbetween the results. As can be seen, the
deviation for the 802.11g standard is less
than for the 802.11n standard. These
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statistical results illustrate the accuracy
of the experiment measurements.
4 MEASUREMENT RESULTS AND
ANALYSIS
4.1 Scenario 1
Figure 2 shows the measurement data
when wireless routers D-Link andTrendnet are treated as the access points
(AP).
The results are compared with the free-
space model (FSL) results. It is clearlyseen that for the Tx-Rx distances higher
than 15 m path losses are less than for
the FSL for both D-Link and Trendnet.Such signal's levels especially gain
compared with FSL, and this is observed
approximately from the distance of 40
m. This can be explained by waveguideeffects [5, 79] which are minimized
multi path effects. The fact that the
corridor functions as a waveguide isproved by the fact that according to
formula (1) the best approximation of
the results is achieved with n < 1,6 for
the D-Link and n < 1,3for Trendnet. Asit is seen, n for the 802.11n is less than
for the 802.11g. This means that the
waveguide effect for 802.11n is strongerthan for the 802.11g.
The strong two maxima are clearly
visible at about 37 and 60 m from Tx.The comparison of the measured results
with losses in a free space show that at
the distance Tx-Rx approximately 60 m
the difference is about 11 dBm for theD-Link, while, for the Trendnet case, the
difference is about 17 dBm. At 37 m
distance this difference is stronger for
the 802.11 n cases and is about 23 dBm.For the 802.11g this difference only is
about 8 dBm. This reaffirms the fact that
the waveguide effect is stronger for the
802.11n technology than for the
802.11g.
Figure 1. Rooms and Corridor Plan. The basis of
arrows shows the wireless router fixed position;
the direction of the arrow shows the receiver
moving direction.
-80
-70
-60
-50
-40
-30
-20
-10
0
0 10 20 30 40 50 60 70 80 90 100
Receivedsignallevel,dBm
Tx -Rx, m
802.11g FSL 802.11n FSL
802.11g LOS 802.11n LOS
Figure 2. Received signal level vs Tx and Rx
separation for 802.11g and 802.11n standards.
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takes into account the distance from the
transmitter, the number of walls, single
wall absorption, the power of thetransmitter, the transmitter and receiver
antenna gain, and the transmitted
frequency. Mathematically, this model isdescribed as follows:
),log(, SKmSLFSLGTP rtr (5)
where:
Prthe received signal level, dBm;
Tthe transmitter power, dBm;
G the transmitter and receiver antennagain, dBi;
FSLfree space losses, dB;
SL the separate walls absorptionlosses, dBm;
SK the number of walls, m, is a
coefficient, which depends on the 802.11
standard.According to these measurements, in the
802.11n case, m is 16.2 and in the
802.11g case, m is 18.1. Themathematical description of this new
model, as can be seen, to some extent, is
similar to the multi-partitioning model.
However, in our opinion, the new modelmay be more convenient for the user
because it requires less measurements,
for example, in order to evaluate theconstants a, b, and c.
5 CONCLUSIONS
1. Experimental results showed that
under LOS conditions the waveguide
effect, which can affect the appearance
of the other effects when signal travelsthrough the complex geometry corridor,
is seen very clearly.2. The "Aerohive online Wi-Fi planner"simulation tool's results do not fullycoincide with the experimental results.The simulation provides higher signallosses than practical. So this simulation
tool suggests more than enough for acertain coverage to be achieved.3. A new model (5) for predicting802.11g/n standard NLOS signalpropagation in buildings withhomogenous partitions is proposed inthis research paper.4. Experimental results may be used to
improve models for WLAN datatransmission prediction in the indoor
NLOS environment.
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