WCDMA Radio Access Network Dimensioning for Multiple ?· WCDMA Radio Access Network Dimensioning for Multiple Services ... Derivation of system capacity on generic basic become ... In WCDMA analysis,

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<ul><li><p> WCDMA Radio Access Network Dimensioning for Multiple Services </p><p> Igor S. Simi, Ericsson d.o.o, V. Popovia 6, Beograd </p><p>igor.simic@ericsson.com I. INTRODUCTION One of the most important characteristics of WCDMA is the fact that power is the common shared resource. This makes WCDMA very flexible in handling mixed services and services with variable bit-rate demands. Other aspect of the pooled downlink output power resource is an impact on the radio access network (RAN) design. To diverse users different amount of maximum output power can be assigned depending on its service and its downlink interference situation. Since all the users share the same power and the same frequency, the origination of new calls, or the re-negotiation of the existing ones modifies the transmitted power in the uplink and downlink affecting the quality of service (QoS) of all the users. The power and frequency sharing results in a soft capacity characteristics; no block exists in the system. In principle new users can be accepted in the system, tolerating a QoS degradation at cell edge. For this reason in WCDMA, the radio network planning and radio resource management algorithms are intended to minimize the transmitted power in the uplink and in the downlink, in order to achieve the full exploitation of system capacity and performance. The RAKE receiver attempts to recover as much power as possible from the cells in the mobile's active set (the cells it is in soft handoff with). Any non-recovered power is interference as far as the connection in question is concerned and will degrade the achieved QoS. Power control outer loops will attempt to compensate, thus increasing interference and lowering capacity. When there is low load in the system, the users do not generate much interference. The majority of the interference is non-power controlled, i.e. background noise or interference from the non-power controlled downlink broadcast channels. For the low load cases, the coverage is higher since the users in a cell do not generate much interference. During high load on the other hand, the power-controlled interference from the users constitutes the majority of the total interference and the maximum coverage is reduced. Further, since the majority of the interference is power controlled, changes in number of users will now have a larger impact on the system. The quality based power control leads to a trade-off between coverage and capacity. Different operators will use UMTS to solve their diverse needs. The usage of data services will depend on services and terminals available, operators profile including their choice of charging and the competing media at that time. </p><p>From end-user and application point of view four major service classes can be identified and separated into: Real time applications Conversational class, where the QoS have to preserve </p><p>time relation (variation) between information entities and to have a low delay (voice, video, CS data); </p><p> Streaming class, where the QoS have to preserve time relation between information entities (video or audio streaming); </p><p> Non-real time applications Background class, where the destination is not expecting </p><p>the data within a certain time but with preserved payload content (email, messaging); </p><p> Interactive class, where a request/response pattern is of importance and the payload content must be preserved (WWW, ftp, telemetry). </p><p> When a user equipment (UE) wants to establish a connection to the core network (CN), regardless of which applications to be used, the UE will ask for a RAB with a set of Quality of Service (QoS) attributes. The RAB is a point-to-point connection between a UE and the core network. The most important attributes are: QoS class: Conversational, streaming, interactive or </p><p>background Maximum bit rate: Highest bit rate desired Guaranteed bit rate: Lowest bit rate acceptable The RAB connection is realized as a radio bearer connection between the UE and RNC and an Iu bearer connection between RNC and CN. Table 1 shows a method of how applications can be mapped onto radio bearers. </p><p>Application RAB class Radio bearer UL/DL Voice Conversational 12.2 kbit/s + 3.4 kbit/s SRB Video </p><p>telephony Conversational Conversational1 64 kbit/s + </p><p>3.4 kbit/s SRB Packet data (web, e-mail </p><p>ftp, etc) </p><p>Interactive, background, </p><p>streaming </p><p>32 kbit/s (FACH) 64/64 kbit/s+3.4 kbit/s SRB </p><p>64/128 kbit/s+3.4 kbit/s SRB 64/384 kbit/s+3.4 kbit/s SRB </p><p>V.90 Modem Conversational 57.6 kbit/s + 3.4 kbit/s SRB </p><p>Voice + packet data </p><p>Conversational + (interactive or </p><p>background) </p><p>12.2 kbit/s + 64/64 kbit/s + + 3.4 kbit/s SRB </p><p>Table 1 Mapping of typical applications to available radio access bearers (RAB) There are strong relation between network costs and services used in dimensioning. Therefore RAN design strategy is very </p></li><li><p>important and should be considered first. Several concepts could be used: 1) For 2G operators the best solution is reuse of existing </p><p>sites. It might be very inefficient to begin with a network for low-date rate services and make it tighter later on. </p><p>2) Key service dimensioning strategy where key service is typical service the company has based its 3G strategy upon. Key service should be significant improvement over 2G services and have to be available everywhere. Since coverage area depends strongly of the service, it must also be taken into account when choosing the key service (Vodafone data services and 3s video telephony). </p><p>3) RAN planning for predicted traffic demand and multiple services - variable load dimensioning methodology. Method is presented in section III. </p><p> II COVERAGE AND CAPACITY ESTIMATION UPLINK CAPACITY Derivation of system capacity on generic basic become increasingly difficult with variability of services. The time consuming simulation are usually used for obtaining capacity figures. In this section rough capacity estimate is presented mainly for dimensioning purposes. Each mobile user equipment (UE) m, must be received in the base station with a signal Sm that produces the target (S/I)m. It is assumed that all mobiles requires the same target (S/I)m = m and have perfect power control. </p><p>mthothown</p><p>mm</p><p>mtot</p><p>m</p><p>m SNIIS</p><p>SIS</p><p>IS</p><p>++==</p><p>=</p><p> (1) </p><p> where Nth is thermal noise power spectral density, Iown is total received power from mobiles in own cell and Ioth is total received power from mobiles in other cells + interference from other sources. UE is performing transmitting power update in order to maintain the Eb/Io ratio constant. The ratio between Eb/Io and signal to interference ratio (S/I)m can be expressed by: </p><p>p</p><p>b</p><p>m GIE</p><p>IS 0/=</p><p> (2) </p><p> where required Eb/I0 is ratio between energy per bit and spectral interference density. From (1) and (2) can be expressed: </p><p>tot</p><p>b</p><p>pI</p><p>IEGS</p><p>0/1</p><p>1</p><p>+= (3) </p><p>Further if M mobiles is connected to own cell </p><p>tot</p><p>b</p><p>pth</p><p>M</p><p>iithtot I</p><p>IEG</p><p>MFNSNI</p><p>0</p><p>1</p><p>/1</p><p>)1(+</p><p>++=+= =</p><p> (4) </p><p>where F is the ratio between the interference coming from neighbouring cells and the own cell interference Ioth/Iown. From (4) it is possible to calculate the noise rise, the ratio between interference caused by other UEs and the thermal noise: </p><p>th</p><p>thoth</p><p>pole</p><p>th</p><p>totul N</p><p>NI</p><p>MMN</p><p>II +</p><p>==1</p><p>1 (5) </p><p>Mpole is a theoretical maximal number of UEs attached to a cell. This number can not be reached since the interference in the cell would be infinite. From (4) and (5) with assumption Iul is infinite Mpole is expressed as: </p><p>+=</p><p>ob</p><p>ppole IE</p><p>GF</p><p>M/1</p><p>1 . (6) </p><p>For several services i.e. to several different targets noise rise expression can be generalised: </p><p>th</p><p>thoth</p><p>Kpole</p><p>K</p><p>polepole</p><p>th</p><p>totul N</p><p>NI</p><p>MM</p><p>MM</p><p>MMN</p><p>II +</p><p>==</p><p>,2,</p><p>2</p><p>1,</p><p>1 ...1</p><p>1 (7) </p><p>In WCDMA analysis, it is expected to define the cell loading. For single service load is defined as: </p><p>poleMMLoading = (8) </p><p>where M is the number of simultaneous users in the cell. For a multi-service system where the services utilize different types of RABs, the equation can be written as: </p><p>...M</p><p>MM</p><p>MM</p><p>MLoading</p><p>,pole,pole,pole</p><p>+++=3</p><p>3</p><p>2</p><p>2</p><p>1</p><p>1 (9) </p><p>where Mn is the number of simultaneous users for the n RAB Mpole,n is the uplink pole capacity for the n RAB. UPLINK COVERAGE Conventional link-budget (maximum path-loss for which a system should be planned) could be determined for uplink. </p><p>lpathmax = PUE Bsens. + PCmarg IUL - LNFmarg Gb (10) where lpathmax is the maximum path loss due to propagation [dB]. PUE is the maximum UE output power [dBm]. Bsens is the Node B sensitivity [dB] PCmarg is the power control margin [dB] LNFmarg is the log-normal fading margin [dB]. IUL is the noise rise [dB] Gb is the sum of all UL gains and loses at Node-B and </p><p>terminal, including antenna gains and body loss. The unloaded Node B has the sensitivity level without any interference contribution from other UEs, and can be expressed as: </p><p>0/log10 NERNNB bInfoftsens +++= [dBm] (11) </p></li><li><p>where Eb/N0 is the ratio between bit energy and noise spectral density [dB] Nt is the thermal noise power density (174 dBm/Hz) Nf is the noise figure RInfo is the information bit rate </p><p> From (10) and (11) it can been seen that bit-rate and noise raise have strongest influence on the uplink budget. DOWNLINK CAPACITY In downlink, the number of scrambling codes and the power are limiting capacity. In an interference limited case both single code power and total base station power can limit the capacity. However, if flexible power allocation is assumed, the total power will become the main limiting factor. This concept of capacity estimation is given in [1] and presented in this section. The downlink in WCDMA consists of dedicated and common channels. Dedicated channels are power controlled with rate of 1500 Hz, while the common channels are transmitted with a constant power. The common channels can be divided into two groups: a no orthogonal synchronisation channels and rest referred as orthogonal common channels. Interference could be seen as sum of powers from other cells and the synchronisations channels. Due to multipath propagation a fraction of the received own cell power is experienced as intracell interference. </p><p>lm </p><p>PTOT, Ptch,m Im</p><p>other </p><p>UEm </p><p> Figure 1. Downlink power distribution. It is possible to derive some simplified expressions for (S/I) and the total power consumption, PTOT . The (S/I)k experienced by mobile m in a position with attenuation lk is given by simplified equation: </p><p>mthother</p><p>mmTOTm</p><p>mm</p><p>m NIlPlP</p><p>IS </p><p>++</p><p>=</p><p>)( (12) </p><p> PTOT is the total power transmitted by the base station m is a parameter that models the orthogonally with respect to all other channels in own cell Pm is the power transmitted on the channel referred to mobile m Imother is the interference from other cells (and other sources of interference) </p><p>m is the target (S/I)m for mobile m. and lm is the path loss for mobile m For the traffic channel Ptch,m is </p><p>mm</p><p>thotherm</p><p>mTOTmmtch l</p><p>NIlPP )(,++</p><p>= (13) </p><p>The total power consumption from the base station is equal to </p><p>mm</p><p>thotherm</p><p>mTOTmM</p><p>mcch</p><p>M</p><p>mmtchcchTOT</p><p>lNIlPP</p><p>PPP</p><p> )(1</p><p>1,</p><p>+++=</p><p>=+=</p><p>=</p><p>= (14) </p><p>and </p><p>capm</p><p>thothermM</p><p>mcch</p><p>TOT PMl</p><p>NIPP </p><p>++</p><p>=</p><p>=</p><p>1</p><p>)(1 (15) </p><p> where PCCH is the power allocated to orthogonal downlink common control channels. It is assumed that all UEs require the same (S/I), i.e. m = and that the orthogonally factor is position independent i.e. m = . It is obvious that M &lt; 1/ = Mpole but also that the total power consumption (Ptot) cannot be higher than the maximum of the node-B output power (Pcap), Including soft handover (macro-diversity) gain in (13), m, Ptch,m becomes </p><p>mm</p><p>bm</p><p>thotherm</p><p>mTOTmmtch l</p><p>NIlPP </p><p>)1(</p><p>)(, +</p><p>++= (16) </p><p>where </p><p> sm</p><p>nmb</p><p>snn</p><p>bm</p><p>ISIS</p><p>,</p><p>,</p><p>,1 )(</p><p>)(</p><p>=</p><p>= </p><p>b indicates the number of legs in the soft handover and s is the node-B with the best (S/I) arriving at UE position. The total power consumption from the base station then becomes </p><p>mm</p><p>bm</p><p>thotherm</p><p>mTOTmSHOM</p><p>m</p><p>AS</p><p>bcch</p><p>SHOM</p><p>mmtch</p><p>AS</p><p>bcchTOT</p><p>lNIlPbP</p><p>PbPP</p><p>b</p><p>b</p><p>)1(</p><p>)(11</p><p>1,</p><p>1</p><p>+++</p><p>+=</p><p>=+=</p><p>==</p><p>== (17) </p><p> where M is the number of simultaneous users in cell; AS is the active set size; SHOb is the fraction of users that are in soft/softer handover with b node-Bs. Total required power is </p></li><li><p>capAS</p><p>bb</p><p>b</p><p>mb</p><p>k</p><p>thotherkSHOM</p><p>m</p><p>AS</p><p>bcch</p><p>TOT PSHObM</p><p>lNIbP</p><p>P</p><p>b</p><p>+</p><p>++</p><p>+=</p><p>=</p><p>==</p><p>1</p><p>11</p><p>11</p><p>)1()(</p><p> (18) </p><p> for PTOT= M=Mpole and it is </p><p>= +</p><p>++</p><p>=AS</p><p>bb</p><p>bb</p><p>pole bSHOFM</p><p>2</p><p>)1</p><p>)1(1)((</p><p>1</p><p> (19) </p><p> where F is a ratio between the received intercell and intracell powers assumed to be constant for all users in the cell. When expressing Mpole it is assumed that total node-B power is unlimited. However, in reality this is not the case. There are two kinds of power limitation: a maximum value of total node-B output power, and maximum value for single dedicated channel. Using capacity and coverage formulas above for rural area and different Node-B power capabilities Pcap number of voice users (12.2 kbps) as function of path-loss is calculated in Figure 2. For path-loss calculations Okumura-Hata model is used. Common pilot channel power is 10% of Pcap. It is assumed: log normal fading margin for rural area and 90% coverage probability, UL power control margin of 1.5 dB, antenna gain 19.5 dB, Node-B antenna height 25 m and UL load limit 60%, and LNA used for UL coverage improvement. </p><p>0 5 </p><p>10 15 20 25 30 35 40 45 </p><p>143.3 146.2 148.6 150.5 152.6 154.3 155.5 157.2Path-loss [dB] </p><p>Voic</p><p>e us</p><p>ers </p><p>60W 30W 20W UL </p><p> Figure 2 . Capacity-coverage curves for up and down link. III. VARIABLE LOAD DIMENSIONING METODOLOGY In GSM there was time slot and frequency separation between users, therefore co-interference caused by other service users did not exist. In 3G inherent flexibility in handling data rates and service types has to be considered in network dimensioning process. In a WCDMA system the cell breathes, which means that when loaded with a certain amount of traffic the coverage decreases due to the increased interference in the cell. An initial value for the cell load can be determined by comparing the traffic volume of the different bearer services to the initial number of sites. The resulting cell load will give a new link </p><p>budget and thereby result in a corrected number of cells, and again a corrected load factor. This process converges at a certain number of node-B sites. The ratio access network dimensioning intends to find the required amount of sites, the capacity per cell and the load, based on the constraints in the air interface. Depending on the given input parameters and the degree of freedom in the dimensioning there are a number of approaches available. In this section the most common method is presented. In general the output from dimensioning should be: number of sites, site configuration, traffic carried per site/cell, capacity per site/cell. Design input constants are: offered network traffic, area coverage and site configuration. This is the classical dimensioning method where there is full freedom to find the optimal number of sites by varying the load per...</p></li></ul>