Capacity Enhancement For 5G Networks Using Mmwave Aerial Base Stations: Self-Organizing Architecture and Approach
Capacity Enhancement For 5G Networks Using Mmwave Aerial Base Stations: Self-Organizing Architecture and Approach
Digital Object Identifier: The authors are with Beijing University of Posts and Telecommunications (BUPT); Zhipeng Gao is with International School of BUPT;
10.1109/MWC.2018.1700393 Wenjing Li is the corresponding author.
total throughput and spectrum efficiency of the Evaluating Phase: To ensure the efficacy of the
AeBS can be maximized through optimization generated CE scheme in last phase, several key
of deployment. As there are few studies on the performance indicators should be evaluated, such
deployment methods for the third one, this article as edge user data rate. If enough gains can be
mainly focuses on this issue. attained, AB-SON will go to the executing phase
to generate 3D deployment instructions; other-
Self-Organizing Architecture and Procedures wise, it will go back to the analyzing phase and
In this article, we consider the following mAeBS continue the loop.
and on-ground cellular base station collabora- Executing Phase: AB-SON generates 3D
tion in 5G networks. The on-ground cellular base deployment or quit CE instructions according to
station provides seamless coverage with some the results produced in the earlier phases. These
mAeBSs in each cell. Each mAeBS utilizes mas- instructions should be informative enough so that
sive multiple-input multiple-output (MIMO) and mAeBSs can respond to them directly. After send-
beamforming techniques to shape the mmWave ing these instructions, AB-SON goes back to the
signal into very narrow beams, selectively provid- analyzing phase and starts a new loop.
ing access to users. As the mAeBS uses cable and In addition, because of the variation in real-
fiber for energy supply and backhaul transmission, istic network environments and specific user
we do not consider the power and return trans- distribution, the instructed position for each
mission on the mAeBS energy and capacity con- mAeBS can only serve as its initial deployment
straints. The management architecture is shown position. In order to achieve optimal CE perfor-
in Fig. 2. mance, after arriving at the instructed position,
The deployment management of the mAeBS is mAeBSs should perform automatic optimiza-
managed in a hybrid manner through the distribut- tions more than just to find a better deployment
ed AB-SONs located in individual mAeBSs and the position but also to optimize the radio param-
centralized AeBS SON (AB-SON) located in the eters and resource allocations. This process
operation administration and maintenance (OAM) should be under the guidance of the distributed
system. Still, a SON coordinator exists in the OAM AB-SON, which is also responsible for abnor-
system to coordinate a variety of SON functions mality detection and interaction with central-
including normal on-ground BS-SON. This man- ized AB-SON as well.
agement mechanism is mainly supported by the
following four phases.
Analyzing Phase: AB-SON mainly collects and
Proposed mAeBS Deployment Approach for
analyzes user location data and base station load Capacity Enhancement
information. By evaluating network states with big This section introduces the related methods,
data techniques, AB-SON is able to determine together with the specific effects applied to the
whether to perform CE. If yes, it turns to the plan- sample scenario shown in Fig. 1. There are three
ning phase; otherwise, it will stay at the current hotspots in this scenario. The network needs to
stage, and if the network has already been in CE, analyze hotspot locations and user distribution
AB-SON should send “quit CE” instructions to features, and determine the best deployment
mAeBSs. location by maximizing ergodic capacity. The sim-
Planning Phase: Effective data analyzing meth- ulation settings are the same as in our previous
ods are required to deal with the massive user article [12]. Performing analysis with the Gaussian
position data efficiently so as to detect potential mixture model (GMM) on mobile user data from
hotspots efficiently. If any hotspot is detected, a network operator in cooperation, we are able to
AB-SON assesses each hotspot to deduce its user identify hotspots and the corresponding user den-
density and center position, which will be used in sities, which enable the derivation of per-mAeBS
the 3D deployment scheme generation step. coverage and ergodic capacity.
1.5
0.5
0
0 0.5 1 0 0.5 1 0 0.5 1
Distance (km)
FIGURE 3. The hotspot identification process using the GEM method. It first tries one Gaussian component, that is, k = 1, then k = 2,
and terminates at k = 3.
Hotspot Region Detection and 2D Position Selection ate achievable data rate performance at the sys-
tem level rather than at the channel level. In this
Hotspots formed by user aggregation can be iden- work, ergodic capacity is defined as the expec-
tified by clustering algorithm. Based on the GMM, tation of Shannon capacity over signal-to-inter-
each hotspot can be matched with a Gaussian ference-plus-noise ratio (SINR), or signal-to-noise
exponent. The problem becomes training the ratio (SNR) in noise limited cases. Hence, the key
model for best similarity degree. Compared to to derive ergodic capacity is getting to know the
other clustering algorithms, a GMM-based user probability density function (pdf) of SINR. Among
clustering algorithm can identify the number of all factors, user distribution impacts pdf of SINR
hotspots automatically with existing low-complexi- more than was expected. This is because the high-
ty algorithms, such as greedy expectation-maximi- er aggregation degree of a user around a BS will
zation (GEM). On the other hand, the acquired produce larger expected achievable data rate.
Gaussian component parameters depict the main Luckily, each Gaussian exponent in the optimized
characteristics of a hotspot, for example, its cen- GMM reflects the spatial distribution of users in
ter position and the aggregation degree of users. the corresponding hotspot area. As an mAeBS has
These hotspot center positions can serve as the large capacity, here we only consider deploying
initial 2D position for mAeBSs, and the user aggre- one mAeBS at the center of each hotspot area.
gation degree information can be further utilized The ergodic capacity of an mAeBS in the cov-
to derive optimal altitude for each mAeBS. ered area can be deduced parameterized over
In this article, the GEM algorithm is used to auto- the altitude of the mAeBS, to indicate the wireless
matically find the GMM structure, the number of capacity of the mAeBS at a certain altitude.
Gaussian components, and the parameters for each Through numerical calculation techniques, we
Gaussian component. The algorithm principle is as fol- can plot the ergodic capacity against different alti-
lows. Assume that in the k + 1th iteration the existing tudes of the mAeBS, as shown in Fig. 4a. It can be
mixed structure of k Gaussian components, denoted seen that there is a peak for ergodic capacity with
as fk(x), and new Gaussian component, N(x|q), are the increase of altitude, and the peak value and
weighted summed up to form new Gaussian mixture corresponding altitude are related to the network
fk+1(x), and the weights of fk(x) and N(x|q) are both environment. In a normal urban environment, an
greater than 0, whose sum is equal to 1. In the follow- mAeBS can serve users at higher altitude to obtain
ing training process, only the weight and parameters larger capacity, while for dense urban and high-
of the new Gaussian component are trained, which rise urban areas, serious blockage of dense and tall
is called a partial EM algorithm, which is later fed to buildings severely limit the coverage of an mAeBS,
the standard EM algorithm as an initial parameter, and the mAeBS will get closer to users to reach
and the EM algorithm retrains the GMM model again maximum throughput. Moreover, we also illustrate
until the similarity degree does not increase. Similarly, the effect of user aggregation degree on maximum
as the number of Gaussian components approaches ergodic capacity and the corresponding altitude.
the actual number of hotspots, a new Gaussian com- As shown in Fig. 4b, the optimal altitude of the
ponent does not improve the similarity degree and mAeBS gets lower as the user aggregation degree
the overall algorithm ends. The whole detection pro- increases. This is because in a hotspot with higher
cess for the given three hotspots scenario is shown user aggregation degree, the mAeBS can fully uti-
in Fig. 3. lize its resources to reach its capacity limit, without
bothering to climb to higher altitude to cover a
Altitude Selection via Effective Capacity Assessment larger area and serve more users.
From the network operator’s viewpoint, the main
purpose of capacity evaluation is to know the Effects of mAeBS Deployment
average data rate performance of a user within a Using an mAeBS to enhance the wireless capac-
certain network area. To achieve this goal, [13] ity in a traffic hotspot area, the ability of the
first proposed to use ergodic capacity to evalu- network to deal with wireless services in the
140 22
10
120 21
5
0 100 20
0 100 200 300 400 500 600 700 1 2 3 4 5 6 7 8 9 10
MAeBS altitude (h) (m) Deviation σ2r (m)
(a) (b)
FIGURE 4. Altitude of mAeBS and user density affect ergodic capacity: a) the influence of the altitude of the mAeBS on the ergodic
capacity under different physical environments; b) the influence of user aggregation degree on the optimal altitude of the mAeBS
and the maximum ergodic capacity.
Y-axis[km]
0.6 0.6
0 0 0.5
0.5 0.5
-0.5 -0.5 0.4
0.4 0.4
0.3
-1 0.3 -1 0.3 0.2
-1.5 0.2 -1.5 0.2 0.1
-2 0.1 -2 0.1 0
-2 -1.5 -1 -0.5 0 0.5 1 1.5 2 -2 -1.5 -1 -0.5 0 0.5 1 1.5 2 0 0.5 1 1.5 2 2.5 3
X-axis[km] X-axis[km] RATE threshold (Mbps)
(a) (b) (c)
FIGURE 5. Effect of deploying mAeBS for capacity enhancement in traffic hotspots: a) heat map of load density before deploying
mAeBSs; b) heat map of load density after deploying mAeBS; c) user data rate performance before and after deploying mAeBSs.