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IEEE INTERNET OF THINGS JOURNAL, VOL. 11, NO. 18, 15 SEPTEMBER 2024 30131
Opportunistic Passive Beamforming for
RIS-Assisted WiFi Network: System Design and
Experimental Validation
Jinsong Chen ,WeiWang , Senior Member, IEEE, and Jian Wang, Member, IEEE
Abstract—Reflecting intelligent surface (RIS) has been widely
used to enhance radio signals in wireless communications.
However, RIS’s capabilities, other than signal enhancement, are
rarely investigated, which restricts RIS’s role in assisting wireless
communications. In this article, we propose to apply RIS for joint
signal enhancement and collision alleviation to the contention-
based wireless access standards, e.g., IEEE 802.11 wireless
local area network (WLAN). Inspired by the capture effect’s
capability in collision alleviation, we design an opportunistic
passive beamforming (OPBF) scheme that artificially introduces
channel fluctuations to manage the capture effect. We realize the
OPBF scheme through three steps, i.e., reflection pattern design,
random index generation, and index-guided pattern switching.
In addition, we develop a hardware prototype for validations in
WiFi networks. The experiment results show that our scheme
can effectively reduce collision rate and improve the system
throughput.
Index Terms—Capture effect, collision alleviation, IEEE
802.11, opportunistic passive beamforming (OPBF), reflecting
intelligent surface (RIS).
I. INTRODUCTION
R
ECONFIGURABLE intelligent surface (RIS), a.k.a,
programmable metasurfaces, and intelligent reflecting
surfaces (IRSs), is an emerging electromagnetic technology
that makes it possible for human beings to customize wireless
propagation environment [1], [2], [3], [4]. The application
of RIS to wireless communications is expected to migrate
the paradigm of “adapting to environment” to “reconfiguring
environment” [3]. RIS comprises an array of cost-effective
and energy-effective reflective elements, each of which can
independently adjust the reflection coefficient to manipulate
the reflected waves. Existing works have dedicated lots of
efforts to exploit RIS in improving energy efficiency [5], [6],
and extending signal coverage [7], [8], [9], [10]. The essence
of these applications is to build an additional link through
RIS to enhance the target user’s signal-to-noise ratio (SNR).
Manuscript received 29 February 2024; revised 9 May 2024; accepted
29 May 2024. Date of publication 7 June 2024; date of current version
6 September 2024. This work was supported by the National Natural
Science Foundation of China under Grant 62201309. (Corresponding authors:
Wei Wang; Jian Wang.)
Jinsong Chen and Jian Wang are with the School of Electronic Science
and Engineering, Nanjing University, Nanjing 210023, China (e-mail:
jinsongchen@smail.nju.edu.cn; wangjnju@nju.edu.cn).
Wei Wang is with Peng Cheng Laboratory, Shenzhen 518066, China
(e-mail: wei_wang@ieee.org).
Digital Object Identifier 10.1109/JIOT.2024.3411119
However, most of the theoretical and experimental studies
focus on a tiny-toy example of RIS-assisted wireless com-
munications, where a base station (BS)/access point (AP) is
communicating with users assisted by RISs [11], [12], [13].
To configure the RIS, the interactions of BS/AP, RIS, and
users have to be introduced for RIS channel sounding and
RIS passive beamforming. The coupling structure means that
a radical upgrade of the communication protocol is needed,
which is evidently a major hindrance to RIS’s application to
the existing commercial mobile systems.
The contention-based protocol allows users to utilize the
same channel without complex precoordination. Owing to its
low complexity and cost, the most well-known contention-
based protocol, i.e., IEEE 802.11, has become a mainstream
access technology in wireless local area network (WLAN).
However, the low complexity and cost come at the expense
of performance degradation caused by collisions [14], [15],
especially in dense cases. Due to the decentralized nature of
contention-based protocols, users are self-scheduled to decide
when to initiate transmissions. In IEEE 802.11, the distributed
coordination function (DCF) is employed as the fundamental
scheme of medium access. The “listen before talk” operating
procedure is the main strategy of DCF to avoid collisions,
which, albeit effective in general, still causes heavy collisions
in high-density scenarios. Therefore, collision remains a main
performance bottleneck of contention-based networks.
In the classic 802.11 throughput analysis [14], it is assumed
that all simultaneous transmissions involved in a collision end
up with failure. Specifically, all packets are corrupted and
discharged, and stations would retransmit collided packets by
the binary exponential backoff (BEB) mechanism. However,
in practical cases, the packet with the strongest power may be
successfully detected by the receiver if its power is sufficiently
stronger than other packets in a collision. The phenomenon
that the receiver could correctly receive a packet from simul-
taneous transmissions is referred to as the capture effect. The
impacts of capture effect on IEEE 802.11 systems have been
widely studied in [16], [17], [18], [19], [20], [21], and [22].
These works collectively reveal the benefits of the capture
effect in reducing collision rate and improving the overall
throughput of the IEEE 802.11 systems. However, some disad-
vantages come along with the performance improvement due
to the uncontrollability of the wireless channel. For example,
combined with the IEEE 802.11 DCF, the capture effect
introduces unbalanced throughput among users [17], [23],
2327-4662
c
2024 IEEE. Personal use is permitted, but republication/redistribution requires IEEE permission.
See https://www.ieee.org/publications/rights/index.html for more information.
Authorized licensed use limited to: Hong Kong Baptist University. Downloaded on September 07,2024 at 13:22:43 UTC from IEEE Xplore. Restrictions apply.
30132 IEEE INTERNET OF THINGS JOURNAL, VOL. 11, NO. 18, 15 SEPTEMBER 2024
i.e., users with better channel conditions achieve higher
throughput, which leads to fairness issues. To combat the
fairness issues, a number of interesting works manage to
artificially manipulate the capture effect on the transmitter
side [19], [24].In[19], a power control scheme is applied to
introduce the received power imbalance of users to exploit the
capture effect. Sahraei and Ashtiani [24] aimed to maximize
the saturation throughput of IEEE 802.11 wireless networks
through power randomization. However, the aforementioned
methods, developed on the transmitter side, require a radical
upgrade of the IEEE 802.11 protocol, and the incompatibility
with the current WiFi standards has prevented their usage in
practice.
In this article, we propose the opportunistic passive
beamforming (OPBF) scheme as a new paradigm to assist
contention-based wireless networks. Different from the
conventional methods, OPBF provides both signal enhance-
ment and collision alleviation functions. Inspired by the
opportunistic beamforming in [25], which utilizes dumb anten-
nas to introduce fast channel fluctuations, we design the
OPBF scheme that artificially introduces channel fluctuations
via RIS to manage the capture effect. The compatibil-
ity with commercial wireless communication systems, like
[26], [27], and [28], is a prior objective of this work. Shifting
from the transmitter side to the channel side, OPBF provides
a decoupled framework for commercial WiFi networks, and
can be readily applied to current infrastructures without
any upgrade. In our design, we realize the OPBF scheme
through three steps, i.e., reflection pattern design, random
index generation, and index-guided pattern switching. First, to
fully exploit the collision alleviation capability of the capture
effect, we develop a reflection pattern design scheme, in which
multiple single-beam reflection patterns are designed accord-
ing to the desired beamforming directions. These patterns are
assigned different activation probabilities according to factors,
such as user density, traffic loads, and Quality of Service (QoS)
requirements. Then, a random index sequence is generated by
a pseudo-number generator based on activation probabilities
to guide the selection of beams. Finally, OPBF employs an
index-guided reflection pattern switching at each time slot. To
validate the effectiveness of our design in contention-based
wireless networks, we implement OPBF on a 12 × 12 RIS,
and evaluate its performance in a two-user IEEE 802.11a
network. Specifically, we build an IEEE 802.11 network based
on national instruments (NIs) software defined radio (SDR)
devices running NI 802.11 Application Framework [29].Our
experiments show that OPBF can effectively enhance signal
strength and alleviate collision rate. We also show that OPBF
has the potential in traffic steering. In addition, to address
the problem of the limited user equipment number in the
experimental study, we conduct numerical simulations for
dense networks.
Finally, the main contributions of this work are summarized
as follows.
1) OPBF can provide not only signal enhancement
but also collision alleviation. To the best of our
knowledge, OPBF is the first RIS-enabled scheme
that artificially introduces channel fluctuations to
alleviate collision in contention-based wireless
networks.
2) OPBF is flexible and effective. Through managing the
beam activation probabilities, OPBF achieves flexible
and effective traffic steering among users. With the traf-
fic steering capability, OPBF can provide differentiated
services for different users.
3) OPBF is easy to implement. OPBF decouples the
RIS and wireless networks, and can be readily
applied to commercial WiFi networks without protocol
modifications.
II. S
IGNAL ENHANCEMENT THROUGH RIS-ASSISTED
PASSIVE BEAMFORMING
In this section, we introduce the channel model of the
RIS-assisted WiFi network and study the capability of signal
enhancement through RIS-assisted passive beamforming.
A. Channel Model
We consider the infrastructure mode of WiFi, where the AP
and the users are equipped with a single antenna. A RIS with
N = N
x
× N
y
reflective elements is deployed to guarantee
the reliable data link between the AP and users. The channel
response between AP and user k is given by
h
k
= h
H
AR
h
Rk
(1)
where h
AR
and h
Rk
∈ C
N×1
denote the channel between the
AP and the RIS and between the RIS and user k, respectively.
The diagonal matrix = diag{g} is the RIS response, where
g = [e
jw
1
, e
jw
2
,...,e
jw
n
]
T
is the reflection coefficients vector
that determines the reflection pattern. Here, w
n
∈ [0, 2π]is
the phase shift applied on element n, and we assume the unity
reflection amplitude of each element.
In addition, we assume that h
AR
and h
Rk
follow the Rician
distribution. Thus, the channels can be represented as
h
AR
=
σ
2
AR
K
AR
K
AR
+ 1
¯
h
AR
+
1
K
AR
+ 1
˜
h
AR
(2)
h
Rk
=
σ
2
Rk
K
Rk
K
Rk
+ 1
¯
h
Rk
+
1
K
Rk
+ 1
˜
h
Rk
(3)
where σ
2
i
= σ
2
0
(d
i
/d
0
)
−α
i
, i ∈{AR, Rk} denotes the large-
scale path-loss of the channel, and σ
2
0
denotes the reference
path-loss at d
0
= 1m,d
i
and α
i
represent the distance and
path-loss exponent, K
AR
and K
RK
are the K-factors of the
Rician channel.
˜
h
AR
and
˜
h
Rk
denote the fast-fading NLoS
components of the channel, where each entry is modelled as
Gaussian random variables with distribution CN (0, 1).
¯
h
AR
and
¯
h
Rk
denote the deterministic LoS component of channels,
which are position-dependent and can be further expressed by
steering vectors as
¯
h
AR
= a
(
θ
AR
,ϕ
AR
)
(4)
¯
h
Rk
= a
(
θ
Rk
,ϕ
Rk
)
(5)
where a(θ
AR
,ϕ
AR
), a(θ
Rk,
,ϕ
Rk
) ∈ C
N×1
are the receive
response vector and the transmit response vector of RIS, θ
AR
,
Authorized licensed use limited to: Hong Kong Baptist University. Downloaded on September 07,2024 at 13:22:43 UTC from IEEE Xplore. Restrictions apply.
CHEN et al.: OPPORTUNISTIC PASSIVE BEAMFORMING FOR RIS-ASSISTED WiFi NETWORK 30133
ϕ
AR
, θ
Rk
and ϕ
Rk
denote the elevation and azimuth Angles of
Arrival (AoA) and Angles of Departure (AoD).
For a uniform planar array (UPA), the response vectors
a(θ, ϕ) could be decomposed along the x-axis and y-axis,
e.g., a(θ, ϕ) = u(φ, N
x
) ⊗ u(ψ, N
y
), where ⊗ denotes
the Kronecker product, φ
= (2π/λ)d
x
sin θ cos ϕ, ψ
=
(2π/λ)d
y
sin θ sin ϕ represent the spatial angles, and λ is the
wavelength, with d
x
and d
y
denoting the distance between RIS
elements in x-axis and y-axis, respectively. u(φ, N) is referred
to as the steering vector function, expressed as [30]
u
(
φ,N
)
=
1, e
−jφ
, e
−j2φ
,...,e
−j(N−1)φ
T
. (6)
B. Single-User Signal Enhancement
With the passive beamforming vector g, a virtual LoS link
can be built with the channel response as follows [31]:
h
vLos
k
= β
k
a
H
(
θ
AR
,ϕ
AR
)
a
(
θ
Rk
,ϕ
Rk
)
= β
k
a
H
(
θ
AR
,ϕ
AR
)
diag{g}a
(
θ
Rk
,ϕ
Rk
)
= β
k
c
H
k
g (7)
where β
k
=
([σ
2
AR
σ
2
Rk
K
AR
K
Rk
]/(K
AR
+ 1)(K
Rk
+ 1))
denotes the channel gain, and c
H
k
is defined as
c
H
k
= a
H
(
θ
AR
,ϕ
AR
)
a
T
(
θ
Rk
,ϕ
Rk
)
= u
H
(
φ
AR
− φ
Rk
, N
x
)
⊗ u
H
ψ
AR
− ψ
Rk
, N
y
(8)
and denotes the Hadamard product. Based on (7),itis
easily derived that the optimal reflection coefficients vector
that maximizes the received signal power of the virtual LoS
link is
g
k
= c
k
= u
(
φ
AR
− φ
Rk
, N
x
)
⊗ u
ψ
AR
− ψ
Rk
, N
y
(9)
which is characterized by the angle tuple (θ
AR
,ϕ
AR
,θ
Rk
,ϕ
Rk
).
Specifically, the phase shift on the (n
x
, n
y
)-th element
caused by the incident signal from direction (θ
Rk
,ϕ
Rk
),is
w
A
(
n
x
,n
y
)
=−
2π
λ
(n
x
d
x
sin θ
Rk
cos ϕ
Rk
+ n
y
d
y
sin θ
Rk
sin ϕ
Rk
). (10)
Similarly, the phase distribution to beamform the signal to the
direction (θ
AR
,ϕ
AR
) is
w
D
(
n
x
,n
y
)
=−
2π
λ
n
x
d
x
sin θ
AR
cos ϕ
AR
+ n
y
d
y
sin θ
AR
sin ϕ
AR
. (11)
To perfectly form a beam toward the desired direction, each
RIS element should compensate for the phase difference, i.e.,
w
(
n
x
,n
y
)
= w
D
(
n
x
,n
y
)
− w
A
(
n
x
,n
y
)
. (12)
The RIS provides a 2-bit phase quantization, e.g., four phase
shifts: γ
i
∈ [0, 2π], i ∈ [1, 4]. Thus, the optimal continuous
phase w
(n
x
,n
y
)
is quantized to its nearest discrete phase
w
∗
(
n
x
,n
y
)
= Q
w
(n
x
,n
y
)
|
2−bit
= arg min
γ
i
w
(
n
x
,n
y
)
− γ
i
. (13)
The quantization error w
err
(n
x
,n
y
)
= w
(n
x
,n
y
)
− w
∗
(n
x
,n
y
)
results in
the imperfect beam pattern as shown in Fig. 1. Although a
(a) (b)
Fig. 1. Beam patterns with continuous phases and discrete phases. (a) −45
◦
.
(b) 30
◦
.
(a) (b)
AP
RIS
Users 1 ...K
Multiple beams
AP
RIS
Users 1 ...K
Handover
Beam1
Beam2
Fig. 2. Passive beamforming schemes in the RIS-assisted WiFi network.
(a) JPBF. (b) OPBF.
deviation is observed from the continuous phase, the direction
of the beam has not been altered. Hence, within the context
of the 2-bit phase quantization, this particular design remains
viable.
C. Joint Multiuser Signal Enhancement
With the angular information, e.g., AoA/AoD, of a specific
user, the data link from the AP to that user can be strengthened
by directional passive beamforming using (9). However, in the
multiuser scenario, the passive beamforming design remains
an open question.
A predominant method is the joint passive beamforming
(JPBF) [32], [33] as shown in Fig. 2(a), in which the RIS
serves multiple users simultaneously. JPBF adopts a multi-
beam reflection pattern with each beam pointing at a certain
user. The design of a multibeam reflection pattern can be
formulated as the following optimization problem:
max
g
K
k=1
h
vLos
k
2
(14a)
s.t. w
n
∈{γ
1
,γ
2
,γ
3
,γ
4
}, n ∈ [1, N] (14b)
h
vLos
k
1
2
−
h
vLos
k
2
2
≤ κ, k
1
, k
2
∈ [1, K] (14c)
where the constraint (14b) is the set of quantized phase values.
The constraint (14c) will result in balanced gains among
beams in multibeam patterns, and κ is the threshold of gain
imbalance. In the JPBF, RIS works as a scatterer that radiates
the energy from the AP to users or reversely as a gatherer that
collects the energy from users to the AP.
The pattern design in the JPBF is quite a challenging task.
First, the optimization with the discrete variable is a nonconvex
problem. Second, the variable space grows exponentially
with the number of RIS elements, which is computationally
prohibitive for even a small-sized RIS. Therefore, the online
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