Computer Modeling and Simulation of Teletraffic Models for 5G Networks

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Computer Modeling and Simulation of Teletraffic Models for 5G Networks Computer Modeling and Simulation of Teletraffic Models for 5G Networks E.P. Ivanova*, T. Iliev*, Gr. Mihaylov*, I. Stoyanov, * F. Tsvetanov**, E. Otsetova*** and D. Radev *** * University of Ruse, Ruse, Bulgaria ** Southwest University, Blagoevgrad, Bulgaria *** College of Telecommunications and Posts, Sofia, Bulgaria [email protected], [email protected], [email protected], [email protected], [email protected], [email protected], [email protected] Abstract - Advances in the new mobile networks are steadily more devices in the whole network. Typically, the increasing the demand on network resources, and new performance of the whole network containing many links standards must ensure that the networks are managed working in parallel and interfering with each other is of effectively in order to ensure that users of the network primary interest. remain satisfied with their Quality of Service (QoS) and Quality of Experience (QoE). The simulations opportunities This type of simulation allows the modeling of represent a chance to reduce the digital divide and to ensure resource management issues, admission of system users the new 5G networks with minimum cost of time and with different priority, interaction and network loading by financials. The simulation of teletraffic models allows the several types of traffic sources, etc. The aim of such modeling of resource management issues, admission of modeling is network capacity evaluation and probabilities system users with different parameters. of failure. I. INTRODUCTION II. TRENDS OF 5G MOBILE NETWORKS Mobile networks constantly evolve. In the 1980s, The trends of 5G mobile access is to be built upon new when wireless technology began to go mainstream, the 1G radio access technologies, evolving 4G, LTE, HSPA, analog networks supported the bulky, brick-like mobile GSM and WiFi. The new requirements are widely phones from that era. The 90s saw the introduction of 2G varying. The services, devices, number of clients are in digital networks, when Code Division Multiple Access super wide variety. moved mobile phones beyond voice transmission into data The new communication needs of a massive and text messaging. Around 2001, third generation deployment of various devices, such as with low devices appeared, first in Japan, offering the high-speed complexity parameters to more advanced parameters. The data transfer and Internet connection used in the earliest industrial and medicine devices must be lifesaving. The smartphones. The first 4G LTE and WiMAX networks variety of services must be with very low latency and appeared in 2011 [1,7]. Given the natural decade-long probability of blocking. development cycle, fifth generation (5G) networks are due around 2020. 10 6 Augmented Smart Reality Sensors Simulations represent a good opportunity to reduce the Emergency digital divide and to ensure the new 5G networks. Many Stadium Industry universities and researchers are currently involved in Shopping Logistic HDTV 4 simulation modeling to provide better results. This paper 4G 10 presents an analysis and development of the teletraffic Social 3G 2G models used in three of the Bulgarian universities: Games University of Ruse, College of Telecommunications and Wireless Vehicular Cloud Office Telematics Virtual Post in Sofia and Southwest University of Blagoevgrad. Reality The implementation of simulation program is made Cloud 3 with .NET. The teletraffic models with geometrical and 2 10 10 Pareto arrival distributions, which are versatile, possessing Real 3D Multi user UHD 2 Mirror a pseudo-memoryless property which makes the solution Telepressence of many GE-type queuing systems and networks Systems High Speed Train 10 2 Links, km analytically tractable. The new communication systems Delay, ms Throughput, Kbps/km2 are interested in the modeling and performance evaluation 0 9 10 6 10 3 10 of single communication links, but in the modeling of 10 Figure 1. Services of 5G mobile network Project № BG051PO001-3.3.06-0008 “Supporting Academic Development of Scientific Personnel in Engineering and Information Science and Technologies” MIPRO 2015/CTI 479 The services must be amazingly fast in very dense problems. Applications with high data rates must crowds of users [8]. The fast connections is a key factor be with high security. for success of development of so important services as health and security sectors, fire brigade, high speed trains Shopping mall, traffic jam, concerts, stadium or and cars (Fig.1). The services are: open festivals are places with very high density of users and devices. The expectations are for huge Shopping logistic; amount of aggregated data traffic about up to 900 Gb/km2. The users inside the stadium or concert Vehicular telematics; will generate high quality videos or could transmit Virtual reality; outside the HD movies. The density of users in the shopping mall is high, but the access of broadband Emergency; communications must be fulfilled. Stadium, crowd of people; The necessity of transmitting a huge amounts of data in very short times, very fast connections and priorities of Wireless cloud offices; different services is exact description of arrivals and High speed trains; departures of different clients in described scenarios in 5G. It could be described with Geometrical and Pareto Multiuser UHD telepresence; distributions with heavy load. The high data rates, the HDTV; demand and availability of bandwidth is raising at a much faster rate [2,3,5]. The emergency communication must Mirror Systems; have very low probability of blocking and high reliability. Therefore, the priorities in the model are dynamic. Social games; The teletraffic delay system with two parallel inputs 2G, 3G and 4G services; with Geometrical and Pareto distribution, and one service Smart sensors. output with Geometrical distribution, with finite capacity N was applied with the scenarios of 5G networks (Fig.2). The Quality of Experience requires fully connected users not only for static users. The expectation of The GE is of the form: connectivity is no matter where or how one is moving [8]. Highly mobile devices, e. g. trains and cars, are σt communicating machines for this scenario, but also )tW(P)t(F 1 τ 0,t,e 2 sensors related to widely varying applications, e.g. where τ /( )C and12 σ τν, moving components in industries, plants, other vehicles. where W is a mixed-time random variable of the inter event – time, C2 is the squared coefficient of variation of III. SCENARIOS FOR TELETRAFFIC MODELS FOR 5G W [4]. MOBILE NETWORKS The heavy traffic models must be simulated, because FIFO the various expectations must be fulfilled on very high level. Some scenarios could be described: Priority 1 Emergency communications; traffic efficiency and safety must be with the highest priority of all services and scenarios. When occurs an event as an accident, the devices and the network must be able Geometrical to switch to “emergency mode”, with the highest arrival rate priority, and the battery life must be surviving for a long time. Geometrical Teleprotection in smart grid network will ensure service rate the people with very important messages, which Pareto will be sent between substations for prevention of arrival rate some kind of accident (for example as car crash). Blind spots are the next scenario. The wireless systems have to provide ubiquitous coverage in Priority 2 rural and heaving shadowed areas. The real time remote computing for mobile terminals must ensure the connection. Virtual reality office is the communication point with the necessary of high data rates. The telepresence and communication between the N offices of one company must work without Figure 2. Teletraffic system for 5G mobile network 480 MIPRO 2015/CTI For C2<1, the GE distribution model cannot be service rate, to receive appropriate result. First physically interpreted as a stochastic model. simulations were made with the disciplines of service. For C2>1, the GE model is a mixed-time probability The amount of rare events in system with disciplines of distribution and can be interpreted as bulk time service: LIFO and FIFO are with insignificant difference. distribution with underlying counting process equivalent to compound Poisson process with parameter 2/(C2+1) TABLE I. TELETRAFFIC SYSTEM WITH N=60 Dynamic and geometrically distributed bulk size with mean Service Arrival Arriva Blocking 2 2 n priority (C +1)/2 and squared coefficient of variation (C - rate 1 l rate 2 events rate 1 and 2 1)/(C2+1). 100000 0.5 Pareto 30 30 4 The approximate universal closed form expression for 30000 0.5 30 30 1 GE for blocking probabilities i, i=1,2,…R, can be Pareto determined by using GE-type probabilistic arguments and 0.5 50000 0.5 30 30 1 is described by (2): 10000 0.2 50 40 2 Pareto 10000 0.4 30 60 2 N1 δπ (υ )(1 σ N[ iυ ] (P) υ ), i υ0 i i 0.48 10000 0.3 Pareto 30 60 3 2 10000 0.2 40 60 2 where i() = i, if = 0 or otherwise, σi ai /)C( 21 , 0.44 Pareto 2 10000 0.25 60 60 3 i = ri / (ri(1 - i) + i), and i si /)C(r 21 . 10000 50 40 2 The queuing system has for each class i (i=1,2,…,R, 2 2 30000 50 40 4 R>1) the arrival rate 1/ λi C, si and the service rate 1/ μi C, si . 0.4 50000 0.2 Pareto 50 40 5 The blocking probability is i that an arrival of class I will find in the system at the full capacity [7]. 10000 60 50 1 The blocking probability is determined by arrival 10000 40 60 5 sequence, independently by the rule of service FCFS The priorities in the modeled system are dynamic; the (First Come First Serve), LCFS (Last Come First Serve) service rates of GE are with values 0.2, 0.3, 0.4, 0.44, 0.48 or HOL (Head of Line) static users.
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