
be IAB-specific differences. The IAB-MT part, on the other
hand, may have different capabilities, although in general it
acts not differently from a UE from the point-of-view of its
parent IAB.
In practice, IAB networks may face deployment constraints,
where the nodes can not be deployed in some locations. Such
constraints may come from two reasons: On one hand, de-
pending on the location and regulatory restrictions in protected
areas, it may not be possible/allowed to have the IAB nodes
in, e.g., some areas. Although these restrictions vary based on
the country and locality, all provinces have their own building
and landscape protection laws. Additionally, federal laws have
to be obeyed and permissions under these laws, if applicable,
have to be obtained (e.g. air traffic safety, forest protection,
listed buildings etc.). On the other hand, network planning may
impose constraints on IAB nodes placement, e.g., to limit the
interference. For instance, 3GPP has defined two categories of
IAB nodes, namely, wide- and local-area IAB, with distinct
properties [8], [9]. The main differences between these two
categories are in the nodes capabilities and the level of required
network planning.
Wide-area IAB-node can be seen as an independent IAB-
node providing its own coverage, with possibly long backhaul
link to connect to its parent IAB-node. Here, the goal is to
extend the coverage. Due to radio frequency properties, wide-
area IAB-node deployment are well-planned, by operators. For
these type of IAB-nodes, the MT part of the IAB node looks
like a normal gNB, in terms of, e.g., high transmit power,
beamforming or antenna gains. In wide-area IAB networks,
one may consider a minimum distance between the nodes with,
e.g., LOS connections. On the other hand, the use-case for the
local-area IAB-node is to boost the capacity within an already
existing cell served by an IAB donor or parent IAB-node.
With local-area IAB networks, the transmit power of the MT
part may range between those of UEs and gNBs. Also, the
network may be fairly unplanned, while geographical-based
constraints may still prevent unconstrained IAB installation in
different places.
In this paper, we study the effect of network planning on
the service coverage of IAB networks. We present different
algorithms for constrained deployment optimization, with the
constraints coming from either inter-IAB distance limitations
or geographical restrictions. Moreover, we study the effect
of different parameters on the network performance. As we
show, even with constraints on deployment optimization, the
coverage of IAB networks can be considerably improved via
proper network planning.
Note that the problem of topology optimization in differ-
ent IAB or non-IAB networks have been previously studied
in, e.g., [10]–[15]. However, compared to the literature, we
present different algorithms for deployment optimization, con-
sider different types of constraints and study the performance
of IAB networks with various parameter settings, which makes
our paper different from the previous works.
Fig. 1: An illustration of the IAB netowrk. Subplot (a): An IAB
network with a minimum required distance between the IAB
nodes and the IAB-MTs having gNB-like capabilities. Subplot
(b): An IAB network with geographical constraints on node
placement and the IAB-MT being less capable compared to
an gNB.
II. SYSTEM MODEL
Consider downlink communication in a two-hop IAB net-
work, where the IAB donor and its child IAB nodes serve
multiple UEs [16]–[20] (see Fig. 1). Since in-band communi-
cation offers proper flexibility for resource allocation, at the
cost of co-ordination complexity, we consider an in-band setup
where both access and backhaul links operate over the same
mmWave band.
In one scenario as shown in Fig. 1a, the IAB nodes with
gNB-like IAB-MT capabilities maintain a minimum distance
rth between each other, i.e., the distance between every two
node sshould be s>rth where rth is a threshold distance
considered by the network designer, when there is no blockage
in the links between IAB nodes. In another scenario shown in
Fig. 1b, while the IAB nodes can be in different distances to
each other, due to geographical or regulatory restrictions, it
may not be possible to have the nodes in some specific areas.
We use the germ grain model [21, Chapter 14] to model the
blockings which provides accurate blind spot prediction. Par-
ticularly, a finite homogeneous poisson point process (FHPPP)
is used to model the blockings in an area with the blocking
density λbl. The blockings are considered to be walls of length
lbl and orientation θbl.
Using the state-of-the-art mmWave channel model, e.g.,
[22], [23], the received power at each node can be described
as
Pr=Ptht,rLtrGt,r ||xt−xr||−1.(1)
Here, Ptstands for the transmit power, ht,r denotes the small-
scale fading of the link, Lt,r is the path loss according to 5GCM
UMa close-in model described in [24], and Gt,r denotes the
combined antenna gain of the transmitter and receiver in the