LTE - Design Planning Optimization

LTE Drive Testing, Radio Network Planning & Optimization Page i

LTE Drive Testing, Radio Network Planning & Optimization

Version 01.01 approved

Prepared by Ajay Chhalotre

Nex-G Exuberant Solutions Pvt. Ltd.

27th May, 2013

LTE Drive Testing, Radio Network Planning & Optimization Page ii

Table of Contents

1. RADIO NETWORK PLANNING..........................................................................................3 1.1 PATH LOSS BASED APPROACH ............................................................................................. 5 1.2 SIMULATION BASED APPROACH ......................................................................................... 8

2 LINK BUDGET .....................................................................................................................11 2.1 UPLINK LINK BUDGET .......................................................................................................... 12 2.2 DOWNLINK LINK BUDGET ................................................................................................... 19

3 LTE LINK BUDGET EXERCISE .......................................................................................23

4 LTE COVERAGE SCENARIOS .........................................................................................26

5 LTE COVERAGE IN NOISE LIMITED SCENARIO ......................................................26 5.1 DEFINATION OF AVERAGE SNR ......................................................................................... 26 5.2 REQUIRED SINR ...................................................................................................................... 27

5.2.1 Spectral Efficiency:- ............................................................................................... 27 5.3 INTERFERENCE ....................................................................................................................... 30 5.4 COVERAGE-BASED SITE COUNT ...................................................................................... 31

6 CAPACITY PLANNING .......................................................................................................33 6.1 AVERAGE CELL THROUGHPUT CALCULATION ............................................................. 33 6.2 SENSITIVITY ............................................................................................................................ 35

7 LTE KEY PERFORMANCE INDICATORS FOR LTE RF DESIGN .............................36 7.1 Reference Signal Received Power (RSRP):- ...................................................................... 36 7.2 Reference Signal Received Quality (RSRQ) :- ........................................................................... 36 7.3 Overlapping Zones (Number of Servers):- ........................................................................... 39 Design KPI for Overlapping Zones (Number of Servers): ............................................................. 40 7.4 DL Cell Aggregate Throughput .............................................................................................. 40

8 PEAK RATE CALCULATION IN LTE .............................................................................41

9 CELL EDGE PERFORMANCE ..........................................................................................42 9.1 Enhancing cell Edge Performance using ICIC........................................................................... 42 9.2 Cell-Edge SINR from Simulation, Trial and Real-Life Networks .............................................. 42 9.3 Effects Caused by Mobility:- ...................................................................................................... 45 9.4 Radio Link Failure and PDCCH Performance ............................................................................ 49 9.5 Inter-Cell Interference Coordination (ICIC) ............................................................................... 53

10 CELL EDGE THROUGHPUT ............................................................................................56

11 VOIP CAPACITY CALCULATION ..................................................................................58

12 REFERENCES .......................................................................................................................60

Revision History

Name Date Reason For Changes Version

Ajay Chhalotre 27th May, 2013 Requirements added by Mr. Joseph Bada 1.01


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Nex-G Exuberant Solutions Private Limited

1. RADIO NETWORK PLANNING

Radio network planning is used to identify the geographic location soft heeNmkB. It is also used to identify the associated antenna configurations in terms of antenna type. height, azimuth and tilt

The high level interaction of radio network planning with dimensioning, site acquisition. site design and site building is illustrated in figure 1

Figure 1

Radio network planning is preceded by system dimensioning. Dimensioning results are

used to generate an estimate of the expected site density. This provides a guide to the number of sites required to achieve the target coverage and capacity

Site acquisition defines the actual sites which arc available to the radio network planners.

The site acquisition team may provide radio network planners with a list of candidate sites. Alternatively .radio network planners may identify the requirement for one or more sites at locations where there are currently no candidates

Sites represent a relatively expensive investment for the operator. Selecting sites which

have a poor location or which limit good site design can lead to reduced system performance irrespective of any subsequent RF and parameter optimization

Evaluating candidate sites should involve a site visit as well as modeling within the radio

network planning tool. In practice, the interaction between site acquisition and radio network planning is likely to be a compromise between obtaining ideal site locations and the actual locations which are available

If an operator has already deployed a 2G or 3G network then it is likely to be beneficial to re-use as many of the existing site locations as possible .Re-use of existing sites introduces the option of sharing antenna sub-systems between 2G, 3G and LTE, i.e. feeder cables and Antennas can be shared.


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A potential drawback associated with sharing antennas is that it may limit the radio network planner's ability to apply independent 2G, 3G and LTE RF optimization. e.g. .if the LTE system requires mechanical antenna down tilt, then 2G and 3G systems must also be evaluated

Site selection should also account for site design requirements. Site design involves

identifying specific locations for the eNodeB cabinet and antennas. It also involves identifying the route for the feeder cable to connect the eNodeB cabinet to each antenna. The feeder cable should be routed as directly as possible to help reduce its length and minimize feeder losses

Antenna placement represents the part of site design which has a direct impact upon

radio network planning:

o Antennas should not be placed behind any obstacles. Roof-top site designs

should ensure that antennas are either at the edge of the roof-top or sufficiently high to avoid the edge of the roof-top clipping the antenna gain pattern

o If antennas are mounted on the side of a building then the azimuth requirement

should be considered to ensure that the wall of the building do not shield the horizontal beamwidth

o If site is already accommodated with other antennas then the physical separation

to those antenna should be considered to avoid interference

There are 2 fundamental approaches to radio network planning - Path Loss Based approach and Simulation Based approach

o the path loss based approach is relatively simple and allows the radio network to be planned without modeling any subscriber traffic. This approach uses link budget results to define minimum signal strength thresholds. Results are typically presented in terms of service coverage and best server areas

o The simulation based approach is more complex and time consuming but generates a greater quantity of information. Simulations are typically based upon static rather than dynamic simulations. Results can be presented in terms of coverage, cell and connection throughputs, transmit powers, interference levels

Simulations may be used to supplement the path loss based approach. In this case, the

main planning activity is completed using path [ass calculations while simulations provide additional and more detailed information for specific sections of the network


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1.1 PATH LOSS BASED APPROACH

The path loss based approach to radio network planning requires a planning tool capable-of evaluating path loss calculations and displaying geographic areas-where specific path loss, thresholds have been exceeded. The planning tool should also be capable of displaying best server areas

The inputs to the planning tool for the path loss based approach are illustrated in Figure

Figure 2

The LTE site data should include site locations, antenna types, antenna heights, antenna

tilts, antenna azimuths, feeder types, feeder lengths, RF carrier and eNode B types

The propagation model should be tuned from measurements. Accurate propagation modeling is fundamental to radio network planning. Propagation model tuning involves minimizing the standard deviation of the error between the predicted and measured propagation loss while maintaining a mean error which is close to 0 Db

A different propagation model can be defined for each environment type. Environment dependant correction factors can be applied to a common propagation model.

Different propagation models can also be defined for different cell ranges, antenna heights and operating bands

The digital terrain map should be adequate in terms of resolution, number of clutter categories and accuracy. The resolution should be relatively high for urban and suburban areas but can be reduced for rural areas. The appropriate number of clutter categories depends upon the geographic area. If the number of categories is large then the propagation tuning exercise becomes more difficult

If rnicrocells or picocells with below roof-top antennas are to be planned then it may be necessary to purchase a map-which includes building vectors. Building vectors can be defined in either two-or three dimensions


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The signal strength thresholds should be based upon a link budget analysis. Link budgets can be used to generate a set of maximum allowed path loss thresholds for a range of target throughputs within each environment type. In general, planning tools display contours of downlink signal strength rather than downlink path loss. This makes it necessary to translate the maximum allowed path loss into a minimum allowed signal strength

A relatively arbitrary base station transmit power can be selected and the signal strength

thresholds calculated by subtracting the maximum allowed path loss.

The transmit power could be set equal to the cell specific reference signal transmit power per resource element. This allows signal strengths calculated by the planning tool to be interpreted as RSRP (Reference Signal Receive Power)

An example of the translation from a link budget maximum allowed path loss to a planning tool signal strength threshold is presented in table 1. In this example, the downlink transmit power is based upon a total downlink transmit power capability of 43dBm and a channel bandwidth of 20 MHz (1200 Resource Elements), i.e. the cell specific Reference Signal transmit power per Resource Element is 43 10 x LOG (1200) = 12dBm (assuming equal transmit powers for all Resource Elements)

Table 1 assumes that the maximum allowed path loss from the LTE link budget is.145 dB. This figure could have originated from either an uplink or downlink link budget. In both cases, the planning tool is used to display contours of down link signal strength, i.e.' signal strength is used to quantify path loss

Table 1

Calculating the planning tool signal strength threshold also requires consideration of the antenna gains and feeder loss values assumed in the link budget. The planning tool will apply its own antenna gains and feeder loss values which can be site specific and may not equal the values assumed in the link budget

The antenna gain values assumed in the link budget can be removed from the maximum

allowed path loss result, so the planning tool is able to apply its own values on a site by site basis, This is done by subtracting the link budget antenna gain values from the maximum allowed path loss


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Handling feeder loss values can be more complex:

o if feeder loss values within the planning tool are set to 0 dB then the maximum

allowed path loss does not require any feeder loss adjustment

o If feeder loss values within the planning tool are set to their actual values then tile link budget feeder loss should be added to the maximum allowed path loss result. This will generate only an approximate result if the link budget analysis resulted in uplink limited coverage with the use of Mast Head Amplifiers (MHA). The result is approximate because the maximum allowed path loss generated by the link budget is independent of the feeder loss(assuming the MHA exactly compensates the feeder loss) while the signal strength calculated by the planning tool is dependent upon the feeder loss

The resultant planning tool signal strength threshold in table 1 is calculated as the

downlink transmit power,-- the adjusted maximum allowed path loss, i.e. 12 - (145 - 18 - 0 + 2) = -117 dbm

The path loss based approach to radio network planning should include an analysis of the

best server areas, This helps to ensure good dominance and a relatively even distribution of network loading, Best server areas should be contiguous and should not be fragmented.

Non-contiguous best server areas indicate that there is likely to be relatively poor dominance and increased levels of inter-cell interference. In general, neighboring best server areas should be of approximately equal size. If there is a known traffic hotspot then an eNode B should be located as close as possible to that hotspot and the dominance area can be smaller


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1.2 SIMULATION BASED APPROACH

The simulation based approach to radio network planning requires a more sophisticated radio network planning tool. The majority of radio network planning tools use Monte Carlo simulations. Monte Carlo simulations are static rather than dynamic. This means that system performance is evaluated by considering many independent instants (snap shots) in time. In general, dynamic simulations are more time consuming than static simulations

Figure 2 compares the principles of static and dynamic simulations:

Static simulations are able to generate probability distributions and averages Network behavior during one simulation snap shot does not impact the behavior during the next snap shot. Snapshots are random and do not follow any time history. When compared to dynamic simulations, fewer time instants are required to generate result

Dynamic simulations are able to generate time histories in addition to probability distributions and averages. The time history of network behavior is modeled with relatively high resolution. Certain aspects of network behavior can be modeled in a more realistic manner, e.g. a packet scheduler can account for allocations during previous time instants, and hysteresis in hand over thresholds can be followed

Figure 3

Both the static and dynamic simulations referenced above are system level simulations

rather than link level simulations. The results from link level simulations usually form an input to system level simulations, e.g. the system level simulation look-up table defining the relationship between throughput and signal to noise ratio originates from link level simulations

System level simulations model the network at a relatively high level. UE and BTS physical locations are modeled along with their antenna gains, transmit powers and noise floors. System level simulations do not model the transfer of individual modulation symbols. Static simulations calculate the signal to noise ratio conditions and subsequently look-up a corresponding throughput. Dynamic


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simulations may model the transfer of individual transport blocks and then use look-up tables to determine the probability of successful reception

Link level simulations model the low level details of the transmitter and receiver. The physical layer algorithms used by the UE and BTS are modeled. These include channel coding, interleaving and error detection. Individual bits are mapped onto modulation symbols before being filtered and transferred across specific propagation channels. Receiver modeling is likely to include synchronization, channel estimation and equalization. Bit Error Rates (BER) and Block Error Rates (BLER) are calculated as a function of throughput and signal to noise ratio.

The general principle for Monte Carlo static simulations is presented in Fig

Figure 4

Each simulation snap shot is started by distributing a population of LTE across the

simulation area. This distribution could be based upon a uniform random distribution or a weighted random distribution. Weightings can be based upon Erlang maps generated from the traffic belonging to an existing network. Alternatively, weightings could be environment type dependant so for example, urban areas could be specified to have a higher traffic density than suburban areas

Once the population of LTE has been distributed, the simulation results are generated for

that snapshot. The planning tool determines uplink and downlink signal to noise ratios for each physical channel and Reference Signal. Throughputs are derived using look-up tables which define the relationship between throughput and signal to noise ratio. These look-up tables typically originate from separate link level simulations.

The results are recorded at the end of a simulation snapshot and the process is repeated. This allows the simulation to generate. Probability distributions and to quantify the probability of certain events occurring, e.g. the probability that a LIE will be able to establish a connection at a specific location. The number of snap shots necessary to


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generate statistically stable simulation results tends to depend upon the quantity of traffic distributed during each snapshot. Distributing relatively little traffic tends to increase the. number of snap shots required

The inputs to the planning tool for the simulation based approach to radio network planning are illustrated in Figure

Figure 5

The first three inputs are similar to those required by the path loss based approach. The

LTE site data may be more complex in terms of requiring greater information to describe the BTS capability, e.g. baseband processing capability

Propagation modeling is also more complex for a simulation if slow fading is modeled . The path loss based approach uses a link budget threshold which includes a slow fade margin. Simulations typically model slow fading explicitly making it necessary to specify a standard deviation and correlation factor. The correlation factor is used to specify the coherence of the fading experienced by the signals between a LIE and the set of surrounding BTS. A high correlation factor means that when one signal is experiencing a fade there is a high probability that the other signals will also be experiencing a fade

Typical LTE parameter assumptions include channel bandwidth, maximum uplink and

downlink transmit powers, Reference Signal transmit powers, uplink and downlink noise figures, look-up tables between signal to noise ratio and throughput for each propagation channel and throughput requirements for a range of services

Traffic profiles are specified in terms of the services used by the population of UE. Defining accurate traffic profiles can be difficult and it is reasonable to start a simulation exercise by modeling one service at a time, e.g, generate coverage and capacity results for the data service. Mid then generate similar results for the also .requires the geographic distribution of the UE to be defined.

The main benefit of completing simulations is relative large quantity of information which is generated. This information can help guide planning decisions as well as provide more extensive expectation of network performance


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2 LINK BUDGET

Link. Budgets are used during both system dimensioning and radio network planning. The dimensioning process provides an estimate. Of the number of network elements required to achieve a specific coverage and capacity performance. Link budgets an: used during dimensioning to estimate the maximum allowed path loss and the corresponding cell range

The results from a dimensioning exercise can be used as an input for a business case analysis. The number of network elements and their associated

Configuration allows the cost of the network to be quantified. The path loss based approach to radio network planning makes lise of link budget results to define maximum allowed path loss thresholds


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2.1 UPLINK LINK BUDGET

A set of example link budgets For the PUSCH is presented in Table 2

The channel Bandwidth is not used explicitly within the link budget but it has an impact upon the Signal to Interference plus Noise Ratio (SINR) requirement. SINR requirements are reduced for larger channel bandwidths when frequency domain scheduling is channel aware. Larger channel bandwidths provide the packet scheduler with greater flexibility to allocate Resource Blocks experiencing good channel conditions. The channel bandwidth also places an upper limit upon the number of Resource Blocks which can be allocated to the UE

The total number of Resource Blocks is included for information and is not used explicitly

within the link budget

The number of allocated Resource Blocks defines a trade-off between the cell capacity and the cell range. Allocating a small number of Resource Blocks to the connection leads to less air-interface redundancy (higher coding rate and less benefit from channel coding). This means the cell range must be limited otherwise the eNode B will not be able to successfully decode the transport blocks. The benefit of allocating a small number of


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Resource Blocks is that more Resource Blocks are available for other connections and the cell capacity is typically increased

The example presented in Table allocates 8 Resource Blocks for a 500 kbps connection. Based upon Table3, a connection with 8 Resource Blocks can use a transport block size of 552 bits to achieve 500 kbps. Table 2 indicates that QPSK is used as a modulation scheme, which is appropriate for cell edge connections

Table 3

The set of 8 Resource Blocks is a relatively large allocation for a transport block size of 552 bits. A single Resource Block allocation with the normal cyclic prefix can accommodate 2 * 72 = 144 modulation symbols after accounting for the uplink Demodulation Reference Signal and the pairing of Resource Blocks in the time domain. This corresponds to a total allocated capacity of 2304 bits after accounting for all 8 Resource Blocks and the QPSK modulation scheme. The coding rate is then defined by the ratio of 552 / 2304 = 0.24. This represents a low coding rate so the corresponding SINR requirement should be relatively small and the maximum allowed path loss should be relatively large

The example presented in Table 4 allocates 27 Resource Blocks for a 1 Mbps connection. Based upon figure8 , a connection with 27 Resource Blocks can use a


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transport block size of 1192 bits to achieve 1 Mbps. Table 2 indicates that QPSK is used as a modulation scheme. The corresponding coding rate can be calculated as 1192 / 7776 = 0.15

Table 4


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Table 5

The example presented in Table 5 allocates 25 Resource Blocks for a 2 Mbps connection. Based upon Table 3, a connection with 25 Resource Blocks can use a transport block size of 2216 bits to achieve 2 Mbps. Table 2 indicates that QPSK is used as a modulation scheme. The corresponding coding rate can be calculated as 2216 / 7200 = 0.31

The number of allocated subcarriers is given by 12 * the number of allocated Resource

Blocks. The number of allocated subcarriers is used when aggregating the total thermal noise received by the BTS, i.e. it defines the noise bandwidth

The maximum transmit power of 23 dBm corresponds to the capability of UE power class 3 specified by 3GPP within TS 36.101. This capability has a tolerance of +- 2 dB so 23 dBm could be optimistic for some devices. The maximum transmit power has been reduced to 22 dBm for the 1 Mbps and 2 Mbps examples because 3GPP TS 36.101 specifies a 1 dB Maximum Power Reduction (MPR) when more than 18 Resource Blocks are allocated from the 20 MHz channel bandwidth while using QPSK

The terminal antenna gain can vary from one UE model to another. Data cards may have a higher antenna gain than handheld devices. UE typically have an antenna gain in the order of 0 dBi


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Body loss is dependent upon the relative positions of the UE, the end-user and the serving cell. A figure of 3 dB is typically assumed when the UE is held to one side of the end-users head. A figure of 0 dB is typically assumed when the UE is positioned away from the body

The first main result from the uplink link budget is the transmit Effective Isotropic Radiated Power (EIRP). This is defined using the expression below: Transmit EIRP = Maximum Transmit Power + UE Antenna Gain Body Loss

The thermal noise per subcarrier quantifies the noise power within the bandwidth of a single 15 kHz subcarrier. This is calculated using 10 * LOG(kTB), where k is the Boltzmann constant (1.38 * 10-23), T is the temperature (290 Kelvin) and B is the bandwidth (15000 Hz)

The aggregate thermal noise quantifies the noise power within the total allocated bandwidth. It is given by the thermal noise per subcarrier + 10 * LOG(number of allocated subcarriers)

The receiver noise figure assumption reflects the performance of the eNode B receiver

subsystem. The noise figure belonging to the eNode B cabinet should be used if the receiver subsystem does not include a Mast Head Amplifier (MHA). If an MHA is included, the noise figure should be the composite noise figure of the MHA, cable/connectors and eNode B cabinet. The composite noise figure can be calculated using Friis equation:

With the exception of the composite noise figure result, all of the variables within the preceding equation have linear units. The noise figure of the cable and connectors is equal to their loss. For example, the noise figure is 2 dB in log units and 1.6 in linear units if the cable and connector loss is 2 dB. The gain of the cable and connectors is equal to their loss, i.e. -2 dB in log units and 0.6 in linear units. Friis equation illustrates that when the MHA has a high gain, the noise figure of the receiver sub-system is dominated by the noise figure of the MHA. This emphasizes the importance of having a low noise, high gain amplifier for the MHA

The interference margin is generated by co-channel interference from UE served by

neighboring cells. The interference margin is likely to be greater in urban areas where the site density is relatively high. Heterogeneous network architectures can also lead to increased co-channel interference. Inter-Cell Interference Coordination (ICIC) is intended to help manage levels of co-channel interference

The interference floor is defined using the expression below: Interference Floor = Aggregate Thermal Noise + Receiver Noise Figure + Interference Margin


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The Signal to Interference plus Noise Ratio (SINR) requirement is defined by link level simulations which model the BTS receiver performance when the allocated transport block size is transferred using the allocated number of Resource Blocks with a specific Block Error Rate (BLER). Link level simulations model a specific propagation channel so the SINR requirement is specific for that channel. Propagation channel modeling includes fast fading (unless it is a static channel) so the resultant SINR includes the impact of fast fading

The SINR examples in Table 1 do not demonstrate an obvious trend between SINR

requirement and bit rate requirement, i.e. the 500 kbps example has a higher SINR requirement than the 1 Mbps example, but a lower SINR requirement than the 2 Mbps example. This results from the different Resource Block allocations and different coding rates. The SINR requirement increases as the coding rate increases

The second main result from the uplink link budget is the Received Signal Strength Requirement. This is defined using the expression below: Received Signal Strength Requirement = Interference Floor + SINR Requirement

As expected, the Received Signal Strength Requirement increases as the bit rate requirement increases. The higher interference floors associated with the larger Resource Block allocations increase the resultant Received Signal Strength Requirement

The eNode B antenna gain should be representative of the antenna type planned for

network deployment. In practice, networks may include a range of antenna types. Antenna gains tend to decrease as the horizontal and vertical beam widths increase and the antenna becomes less directional

The antenna gain figure can incorporate a polarisation loss of approximately 0.5 dB. Antenna gains are typically quoted from measurements which have been recorded using a receiving antenna element which has exactly the same polarisation as the transmitting antenna element. In practice, the two antenna elements have different polarizations and a polarisation loss is experienced. Reflections change the polarization of a radio signal and this helps to reduce the loss because many signals with different polarizations can reach the receiving antenna. Cross polar antennas also reduce the potential for polarisation loss because the maximum angular offset is compared 45 to 90for a vertically polarized antenna

The cable loss variable within the uplink link budget is only applicable if it has not already been included as part of the receiver noise figure. The uplink cable loss is included within the composite noise figure if an MHA has been assumed. Otherwise, the cable loss should equal all cable and connector losses between the eNode B cabinet and antenna. The example presented in Table 1 assumes an MHA is used so the cable loss is set to 0 dB

The slow fading margin is calculated from an indoor location probability and an indoor standard deviation. The indoor location probability is often specified as an average probability of experiencing indoor coverage across the cell area. This figure is translated


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to an equivalent cell edge indoor coverage probability before combining with the standard deviation to generate the slow fading margin. The indoor location probability at cell edge will be less than the average as a result of the higher UE transmit power requirement. The indoor standard deviation represents a combination of the outdoor standard deviation associated with slow fading, and the standard deviation generated by the variance of the building penetration loss

The shadowing handover gain is generated by allowing the UE to handover onto the best server. When the UE is at cell edge and there are multiple potential serving cells, the UE is able select the best cell to help avoid experiencing fades. The shadowing handover gain is reduced when handovers have hysteresis to avoid ping-pongs between cells. The shadowing handover gain would reduce to 0 dB at the edge of network coverage where there are no neighboring cells to act as handover candidates. This may also be the case at some indoor locations

Including the building penetration loss as part of the link budget generates an outdoor maximum allowed path loss result which includes sufficient margin to allow UE at the cell edge to establish and maintain connections from within buildings. The building penetration loss may be replaced by a vehicle penetration loss if link budgets are generated for a section of motorway or a rural area

The assumptions for building penetration loss typically depend upon the environment type, e.g. building penetration could be greater within an urban environment than within a suburban environment. The building penetration loss usually represents the link budget assumption with the greatest uncertainty. SINR figures and shadowing handover gains could have an uncertainty of (+-1) dB while building penetration loss could have an uncertainty of (+-5) dB. This uncertainty is included within the link budget result by calculating the slow fading margin from an indoor standard deviation which incorporates the variance of the building penetration loss. Building penetration loss assumptions are relatively difficult to validate in the field due to the large variance between different buildings and the geometry of those buildings with respect to the radio network plan

The third main result from the uplink link budget is the Isotropic Power Requirement. This is defined using the expression below: Isotropic Power Requirement = Received Signal Requirement eNode B antenna Gain + Cable Loss + Slow Fading Margin Shadowing Handover Gain + Building Penetration Loss

The Maximum Allowed Path Loss is then calculated as the difference between the transmit EIRP and the isotropic power requirement:

Maximum Allowed Path Loss = Transmit EIRP Isotropic Power Requirement

This maximum allowed path loss result can be compared with the equivalent downlink

result to determine whether coverage is uplink or downlink limited. This comparison requires an offset to account for the frequency difference between the uplink and downlink frequency bands. Higher frequencies tend to experience greater path loss so coverage will tend to be downlink limited if both the uplink and downlink link budgets


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generate equal maximum allowed path loss results. The frequency dependant term within a typical Okumura-Hata path loss model is given by the equation below: Frequency Depended loss= 33.9*LOG(Frequency(MHz)) The equation indicate for the fixed cell range .

2.2 DOWNLINK LINK BUDGET

A set of example link budget for PDSCH is presented in Table 5

Table 6

The channel Bandwidth is not used explicitly within the link budget but it has an impact

upon the Signal to Interference plus Noise Ratio (SINR) requirement. SINR requirements are reduced for larger channel bandwidths when frequency domain scheduling is 'channel aware. The channel bandwidth 'also places an upper limit upon the number of Resource Blocks which can be allocated to the UE

The total number of Resource Blocks is used When calculating the transmit power for the allocated Resource Blocks, i.e. the maximum transmit power is distributed across the total number of Resource Blocks so only a proportion of that power is available for the allocated Resource Blocks.


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The number of allocated Resource Blocks defines a trade-off between the cell capacity and the cell range. Allocating a small number of Resource Blocks to the connection leads to less air-interface redundancy (higher coding rate and less benefit from channel coding). This means the cell range must be limited otherwise the UE will not be able to successfully decode the transport blocks. The benefit of allocating a small number of Resource Blocks is that more Resource Blocks are available for other connections and the cell capacity is typically increased

The number of allocated Resource Blocks in Table 6 have been kept similar to those in Table2 to allow a comparison between uplink and downlink

An allocation of 8 Resource Blocks has been assumed for the 500 kbps connection. Similar to the uplink, a transport block size of 552 bits can be used with QPSK as a modulation scheme. 2x2 MIMO is assumed for the link budgets in Table 3 but single layer .transmission with a single codeword (single transport block) is assumed at cell edge

The set of 8 Resource Blocks is a relatively large allocation for a transport block size of 552 bits, Assuming that the PCFICH.PHICH and PDCCH occupy the first 2 OFDMA symbols within the sub frame and that 2x2 MIMO is used (impacts the number of Resource Elements allocated to the cell specific Reference Signal ) then the number of Resource Elements remaining for the PDSCH is given by 8 x [(12 x 7 x 2) - (12 x 2 +(2)] = 1056. this corresponds to a capacity of 2112 bits when using QPSK. The coding rate is then defined by-the ratio 01'5521 2112bits=O.26.

The example presented in Table 6 allocates 26 resource Blocks for a I Mbps connection. based upon Table 3, a connection with . 26 Resource Blocks can use a transport block size. of 1160 bits to achieve 1 Mbps. Table 2 indicates that QPSK is used as a , modulation scheme. The corresponding coding rate can be calculated as 1.160/6864 = 0.17.

The example presented in Table 6 allocates 25 Resource Blocks for a2 Mbps connection. Based upon Table 3,a connection with 25Resource I310cks can use a transport block size of 2216 bits to achieve 2 Mbps. Table 2 indicates that QPSK is used as a modulation scheme. The corresponding coding rate can be calculated as 2216/ 6600 = 0.34.

The number of allocated subcarriers is given by 12 x the number of allocated Resource Blocks. The number of allocated subcarriers is used when aggregating the total thermal noise received by the UE i.e. it defines the noise bandwidth

The maximum transmit power of 43dBm corresponds to a typical rnacrocell downlink transmit power capability

The downlink transmit power is distributed across the entire channel bandwidth so only a percentage of the total power is available for the Resource blocks allocated to the connection being considered in the link budget. In the case of the 500 kbps connection, 8 out of 100 Resource Blocks have been allocated so the downlink transmit power for the


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connection is 43 - 10 x LOG( I00/8) = 32.0dBm. Likewise. the transmit powers available for the 1 Mbps and2 Mbps connections are 37.1 dBmand37.0dBm respectively

The link budgets presented in Table 344assume the use of 2x2 MIMO so there are 2 transmitting antenna ports and the downlink transmit powers across the air-interface are increased by3 dB

The eNodB antenna gain should be representative of the antenna type planned for network deployment. In practice, networks may include a range of antenna types. Antenna gains tend to decrease as the horizontal and vertical beam widths increase and the antenna becomes less directional

The cable loss depends upon the site design and the use of remote radio heads or active antenna systems. assumes a conventional site design with 2dB of cable loss in the downlink direction This cable loss includes the MHA insertion loss when an MHA is present

The first main result from the downlink link budget is the transmit EIRP which is defined as: Transmit ElRP = Transmit Power for Allocated Recourse Blocks +Multiple Antenna Increase + Antenna Gain - Cable Loss

The thermal noise per subcarrier quantifies the noise power within the band width of a

single 15 kHz subcarrier, This is calculated using 10x LOG(kTB), where k is the Boltzmann constant(1.38 x l 0-23) , T is the temperature (290 Kelvin) and B is the bandwidth(1500 Hz)

The aggregate thermal noise quantifies the noise power within the total allocated bandwidth. It is given by the thermal noise per subcarrier + 10x LOG(number of allocated subcarriers

The receiver noise figure assumption reflects the performance of the. UE receiver and is likely to vary between UE models. A noise figure of 7 dl3 represents a typical assumption.

The interference margin is generated by co-channel interference from neighboring eNode B. The interference margin is likely to be greater in urban areas where the site density is relatively high. Heterogeneous network architectures can also lead to increased co channel interference. Inter-Cell Interference Coordination (IClC) is intended to help manage levels of co-channel interference

The interference floor is defined using the expression below:

Interference Floor = Aggregate Thermal Noise + Receiver Noise Figure + Interference Margin

The Signal to Interference plus Noise Ratio (SINR) requirement is defined by link level simulations which model the UE receiver performance when the allocated transport block size is transferred using the allocated number of Resource Blocks with a specific Block Error Rate (BLER). Link level simulations model a specific propagation channel so the


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SINR requirement is specific for that channel. Propagation channel modeling includes fast fading (unless it is a static channel) so the resultant SINR includes the impact of fast fading

The SINR examples in Table2 show the same trend as for the uplink, i.e. the 500 kbps example has a higher SINR requirement than the I Mbps example, but a lower SINR requirement than the 2 Mbps example. This results from the different Resource Block allocations and different coding rates. The S[NR requirement increases as the coding rate increases

The second main result from the downlink link budget is the Received Signal Strength Requirement. This is defined as:

Received Signal Strength Requirement = interference Floor + SINR Requirement

As expected.jhe Received Signal Strength Requirement increases as the bit rate

requirement increases, The higher interference floors 'associated with the larger Resource Block-allocations increase the resultant Received Signal Strength Requirement

The UE antenna gain, body loss, slow fading margin, shadowing handover gain and building penetration .loss assumptions arc the same as: those for the uplink link budget

The third main result from the from the Downlink budget is the isotropic power Requirement. This define as : Isotropic power Requirement = Received signal Requirement UE antenna gain + Body Loss + slow fading margin - Shadowing Handover Gain + building penetration loss

Maximum Allowable path Loss is given by :

MAPL = Transmit EIRP- Isotropic Power Requirement

Two Examples are there for link budget calculation in the uplink & downlink.


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3 LTE LINK BUDGET EXERCISE

Link Budget Exercise:-

An operator wishes to deploy an LTE network in 3GPP band 1. It is expected that the channel bandwidth deployed will be 10MHz and the maximum number of resource blocks allocated to a single user will be no more than 25. However the uplink should support both QPSK, 16QAM modulation schemes.

The base stations will be classified as local area base station and initially will support only

a single antenna port. The equipment vendor advises that the eNB configuration will include a maximum of 3dB of losses from the feeder, connectors and filters. It is also expected that the sites will be deployed as 3 sector sites using a direction panel antenna with a gain of 17.3dBi, the UE antenna can be assumed to have a unity gain (0dBi).

The vendors receivers conform to the LTE specification for SINR requirements however

it is expected that the UE receiver will have a NF of 7dB and an additional implementation margin of 2.5dB for QPSK, 3dB for 16QAM and 4dB for 64QAM. The eNB will have the same implementation margins but the NF will be lower better, 5dB.

Determine the System Gain for QPSK1/2, 16QAM3/4 and 64QAM4/5 in the downlink direction and for QPSK1/2 and 16QAM3/4 in the uplink. Assume worst case for resource block allocations i.e 25.

Table 7


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Table 8

Maximum Path loss:- The LTE system is to be deployed in a dense urban area, with an area reliability of 95%. Some in-building coverage is expected and preliminary investigation suggests that single wall penetration losses in this frequency band should be approximately 10dB. There is no significant vegetation in the area where deployment is to begin. The user equipment is initially based on USB dongles therefore body losses will be kept to a minimum. Whilst interference from neighboring cells is not expected to be at network launch an interference margin of 5dB should be included in the preliminary design. Given the above description determine the MAPL of the system. (Use the system gain figures from the first part of this exercise)


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Table 9

Determining Cell Radius:-

Assuming the COST-231 Propagation Model for an urban area what are uplink and downlink ranges for the system above. The eNB antennas will be at 25m and UE antenna height is assumed to be approximately 1.5m.

Table 10

SS3 LTE Link Budgets and sensitivity.xls

LTE Cost Model V3.0.xlsm

SS2 RSRQ.xlsx SS4 Fade Margin.xlsx

SS5 Cascaded Noise.xls


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4 LTE COVERAGE SCENARIOS

For PDSCH and PUSCH. For L1/L2 control and common channels other coding schemes can be used.

Downlink Only static Reference Signal power boosting has been specied by 3GPP, vendor-specic implementations possible.

With UE-specic reference signals (vendor-specic beam forming) arbitrary number of Tx antennas.

For simultaneous transmission. Transmit antenna selection is possible with RF switching.

Multiuser MIMO possible in UL in 3GPP Release 8.

Intra-TTI and inter-TTI frequency hopping is possible in UL.

5 LTE COVERAGE IN NOISE LIMITED SCENARIO

5.1 DEFINATION OF AVERAGE SNR

Probably the most useful performance metric for LTE radio planner is the average signal-to interference-and-noise ratio, SINR avg, dened as

SINR AVERAGE = S/I+N, Where S is the average received signal power, Iis the average interference power, and

N is the noise power. In measurement and simulation analysis, the sample averages should be taken over small-scale fading of S and I and over large number of HARQ retransmissions (sever a hundreds of TTIs, preferably). The average interference power can be further decomposed as


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5.2 REQUIRED SINR

Required SINR is the main performance indicator for LTE. Cell edge is defined according to the Required SINR for a given cell throughput. Therefore, the accurate knowledge of Required SINR is central to the authenticity of the RLB and thus the process of dimensioning. Required SINR depends up on the following factors:

Modulation and Coding Schemes (MCS) Propagation Channel Mode

Higher the MCS used, higher the required SINR and vice versa. This means that using

QPSK will have a lower required SINR than 16-QAM .

Required SINR can be estimated by two different methods. By using the Throughput vs. average SNR tables. These tables are obtained as an output of link level simulations. For each type of propagation channel models and different antenna configurations, different tables are needed. One important thing to note here is that noise is modeled as AWGN noise; therefore, SNR is used instead of SINR. By using the Alpha-Shannon formula. Alpha-Shannon formula provides an approximation of the link level results. Thus, in this case, no actual simulations are needed, but factors used in Alpha-Shannon formula are needed for different scenarios.

5.2.1 Spectral Efficiency:-

In case the cell edge is defined by the input required throughput, the corresponding spectral efficiency has to be derived. The spectral efficiency is derived under the following assumptions:

The layer 2 protocol overhead (MAC and RLC) is negligible [23]

Link level simulation do not take into account the L1 overhead due to control channels (pilot and allocation table)

Given the required cell throughput at cell border Cell Edge Throughput, the L1 throughput is calculated as follows Layer Throughput = Cell Edge throughput /overhead factor Where Over head Factor = Data Symbol per sub Frame /Total symbol per sub Frame The Overhead Factor values for DL and UL are respectively 5/7 and 4/7 , assuming short cyclic prefix.

Thus, the spectral efficiency is: Spectral Efficiency= Layer 1 Throughput /Cell Band width


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Spectral efficiency is then used to find out the Required SINR using Alpha-Shannon

formula. Shannon capacity formula for maximum channel efficiency as a function of SNR can be written as:

This maximum capacity cannot be obtained in LTE due to the following factors

Limited coding block length

Frequency selective fading across the transmission bandwidth

Non-avoidable system overhead

Implementation margins ( channel estimation, CQI)

Thus, in order to fit the Shannon formula to LTE link performance two elements are introduced

bandwidth efficiency factor

SNR efficiency factor, denominated Imp Factor

The modified Alpha-Shannon Formula can be written as:

Note that also depends on the antenna configuration. The formula is valid between the

limits specified by a minimum and a maximum value of spectral efficiency. The figure below shows how the Shannon-Alpha formula is used to approximate the envelope of the spectral efficiency vs. SNR curve in case of SISO (1 transmission and 1 reception

antenna) and AWGN. Two values of and Imp Factor are considered.


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Figure 6

Figure1 --LTE spectral efficiency as function of G-factor (in dB) including curves for best Shannon fit

To map these results to system level performance, we need to consider the G-factor distribution, PDF(G), over the cell area. Assuming uniform user distribution, the obtained G-factors for the LTE capacity evaluation are plotted in Figure1. The distributions are obtained by deploying Macro Cell and Micro Cell hexagonal cellular layouts according to . The probability density function of G is obtained from Figure 2. It is assumed that all users have equal session times (e.g. infinite buffer assumption)

Figure 7


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5.3 INTERFERENCE

In order to evaluate the other-cell interference, a simple network model in which the load is equally distributed among cells is assumed. The overall effect of interference can be estimated the following factors

A term that takes into account the loss in G due to the handover margin (CellOverlapMargin). The G-factor distribution is defined as the average own cell power to the other-cell power plus noise ratio. In fact, a handover margin is needed for avoiding ping-pong effect. As a consequence, the serving cell is not necessary the one that is received with the strongest signal.

A gain due to interference control mechanisms (e.g. Soft Frequency Reuse or Smart Frequency Domain Packet Scheduler), denominated IntControlGain.

For the uplink, the issue of interference is dealt as follows. The uplink other cell interference margin (OtherCellInterferenceUL in the maximum uplink path loss equation) was studied by means of system level simulations, using a network scenario with 19 three-sector sites, i.e., in total 57 cells. The sites were positioned on a regular hexagonal grid. Inter-site distanced of 1732 m with penetration loss of 20 dB and UE power class of 21 dBm was used. Interference coordination was not used in this simulation. Simulations were carried out with three different values of system load. Allocated bandwidth per user equals to 312.5 kHz.

Slow power control was used in this simulation.

Target for power control was set in such a way that it provides a good trade-off between the cell edge throughput and average cell throughput

The interference margin was calculated using the following expression Interference margin = SNR/SINR

Figure shows the obtained interference margin as a function of load. The interference

margin is observed from 5% point of CDF. The table instead, shows the list of Interference Margin Values obtained using linear interpolation.

Table 11


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Table 12

load versus Interference margin

5.4 COVERAGE-BASED SITE COUNT

The maximum allowed path loss can be used to calculate the cell radius (CellRadius) by using a propagation model. COST231 model is use to compute the path loss for cell radius. This model is normally used for carrier frequencies between 1500 and 2000 MHz The same COST231 model can be used for carrier frequency of 2600 MHz, since we assume that the loss due to the higher frequency is compensated by the increase in the antenna gain. For the 900 MHz deployment option, the Hata model can be used instead. Other propagation models can be included as well, for instance, UMTS models [18]. Given the cell radius, the cell coverage area (that we assume to be hexagonal) depends on the site configuration.

Figure 8

Three different types of sites (Omni-directional, bi-sector, tri-sector)

For three hexagonal cell models, site areas can be calculated as follows. o Omni-directional site` Site Area = 2.6 * CellRadius^2 o Bi sector Site Site Area = 1.3*2.6* cell radius^2 o Tri sector Site Site Area = 1.95*2.6*Cell Radius^2

The number of sites to be deployed can be easily calculated from the Cell Area and the

input value of the deployment area (Deployment Area).

Number of Sites coverage = Deployment Area/Site Area


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Table 13

BS PA Output (dBm) Ant gain (dBi) BS EIRP (dBm) Oper Freq (MHz) Area Type

35 13 48 2600 Dense Urban

Modulation Scheme Bit Rate (Mbps) Rx Sens. (dBm) COST 231 HATA

QPSK 1/2 Rate 3.6 -96.5 Ant gain (dBi) Additional Losses (dB)

16-QAM 3/4 Rate 10.7 -85.3 0 Penetration loss Fade Margin64-QAM 4/5 Rate 17.1 -78.4 10 10

Modulation Scheme MPL (dB) Radius (m) % of Area Average Capacity

QPSK 1/2 Rate 124.5 268.1 76.88% 5.8 Mbps

16-QAM 3/4 Rate 113.3 128.9 13.74% 13.3 Mbps

64-QAM 4/5 Rate 106.4 82.1 9.38% 17.1 Mbps

FALSE

MAPL QPSK 125 dB a(Hm) -1.82088774 -0.000919047

Freqency 2600 MHz 141.6528617 -20 dB -1

BS Height 30 m 139.832893 -15 dB -0

Mobile height 2 m 141.6528617 -5 dB -0

Distance 141.6528617 10 dB 0

Dense Urban 0.27 Km

Urban 0.37 Km

Suburban 0.71 Km

Rural 1.90 Km

MAPL 16 QAM 113 dB a(Hm) -1.82088774 -0.000919047

Freqency 2600 MHz 141.6528617 -31 dB -1

BS Height 30 m 139.832893 -27 dB -1


Distance 141.6528617 -1 dB -0

Dense Urban 0.13 Km

Urban 0.18 Km

Suburban 0.34 Km

Rural 0.92 Km

MAPL 64 QAM 106 dB a(Hm) -1.82088774 -0.000919047

Freqency 2600 MHz 141.6528617 -38 dB -1

BS Height 30 m 139.832893 -33 dB -1


Distance 141.6528617 -8 dB -0

Dense Urban 0.08 Km

Urban 0.11 Km

Suburban 0.22 Km

Rural 0.58 Km

QPSK 16 QAM 64 QAM

Dense Urban 0.27 Km 0.13 Km 0.08 Km

Urban 0.37 Km 0.18 Km 0.11 Km

Suburban 0.71 Km 0.34 Km 0.22 Km

Rural 1.90 Km 0.92 Km 0.58 Km

This is the example for the Coverage & capacity Calculation for 2600Mhz Freq. for different area.


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6 CAPACITY PLANNING

Capacity planning gives an estimate of the resources needed for supporting a specified offered traffic with a certain level of QoS (e.g. throughput or blocking probability). Theoretical capacity of the network is limited by the number of eNodeBs installed in the network. Cell capacity in LTE is impacted by several factors, which includes interference level, packet scheduler implementation and supported modulation and coding schemes. Link Budget (Coverage Planning) gives the maximum allowed path loss and the maximum range of the cell, whereas coverage Planning takes into account the interference by

Providing a suitable model. LTE also exhibits soft capacity like its predecessor 3G systems. Therefore, the increase in interference and noise by increasing the number of users will decrease the cell coverage forcing the cell radius to become smaller.

In LTE, the main indicator of capacity is SINR distribution in the cell. In this study, for the sake of simplicity, LTE access network is assumed to be limited in coverage by UL direction and capacity by DL.

The evaluation of capacity needs the following two tasks to be completed

Being able to estimate the cell throughput corresponding to the settings used to derive the cell radius

Analyzing the traffic inputs provided by the operator to derive the traffic demand, which include the amount of subscribers, the traffic mix and data about the geographical spread of subscribers in the deployment are

6.1 AVERAGE CELL THROUGHPUT CALCULATION

The target of capacity planning exercise is to get an estimate of the site count based on the capacity requirements. Capacity requirements are set forth by the network operators based on their predicted traffic. Average cell throughput is needed to calculate the capacity-based site count

The most accurate evaluation of cell capacity (throughput under certain constraints) is given by running simulations. Since, the dimensioning is usually done using an excel workbook, the best solution to derive cell throughput is direct mapping of SINR distribution obtained from a simulator into MCS (thus, bit rate) or directly into throughput using appropriate link level results. .

Thus, capacity estimation requires the following simulation results


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Average SINR distribution table (system level result), which provides the SINR probability

Average throughput or spectral efficiency versus average SINR table (link level result)

Among other factors, different propagation environments (propagation models, inter-site

distance) and antenna configurations have an impact on the above results. Thus, multiple tables should be available for example for urban, suburban and rural areas. SINR probability is obtained by calculating the probability of occurrence of a given SINR value at cell edge. All these system level simulations are run with a predefined inter-site distance. In this method, the bit rates for each MCS are derived from the OFDM parameters for LTE. Then the SINR values to support each MCS are derived from look-up tables that are generated from link level simulations.

Subsequently, MCS supported by each value of SINR is selected by using the minimum allowed SINR from the link level results. This gives the corresponding data rate that is supported by that MCS. In this way, data rate corresponding to each SINR value is obtained for a specific scenario. For urban channel model and a fixed inter-site distance of 1732m, downlink throughput for LTE is shown in table

Table 14

Let us consider an example regarding table 5-1 (Urban/1732m inter-site distance). For an SINR value of 2dB, QPSK is selected from the above table, and it gives a throughput of 6Mbps at 2dB. In the same way, an SINR value of 3dB corresponds to 6Mbps, 4dB to 8Mbps and 7dB to 12Mbps in DL. Once all the values are calculated by using the lookup table, cell throughput is derived as follows:

Where,SINR _Occurrence _probability = Probability of occurrence of a specific SINR value at cell edge obtained using simulations


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Ave Throughput SINR = Average throughput corresponding to SINR value

6.2 SENSITIVITY

Sensitivity depend upon number of resource block if number of resource block are increases sensitivity decrease

Table 15

nRB nRB nRB

1 12 25

kT MCS SNR Sens Sens Sens

-174 QPSK 1/3 -1 -116.9 -106.2 -103.0 Reference

-174 QPSK 1/2 2 -113.9 -103.2 -100.0

-174 QPSK 2/3 4.3 -111.6 -100.9 -97.7

-174 QPSK 3/4 5.5 -110.4 -99.7 -96.5

-174 QPSK 4/5 6.2 -109.7 -99.0 -95.8

-174 16QAM 1/2 7.9 -107.5 -96.8 -93.6

-174 16QAM 2/3 11.3 -104.1 -93.4 -90.2

-174 16QAM 3/4 12.2 -103.2 -92.5 -89.3

-174 16QAM 4/5 12.8 -102.6 -91.9 -88.7

-174 64QAM 2/3 15.3 -99.1 -88.4 -85.2

-174 64QAM 3/4 17.5 -96.9 -86.2 -83.0

-174 64QAM 4/5 18.6 -95.8 -85.1 -81.9

k*T NF IM Gdiv

-174 6 2.5 -3

3

4 -120.0

-115.0

-110.0

-105.0

-100.0

-

-

-

-

Sen

siti

vity


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7 LTE KEY PERFORMANCE INDICATORS FOR LTE RF DESIGN

LTE is still a developing technology, and it is important to note that as more field trials are carried out and results validated against the deployed LTE network performance goals, the design targets outlined in this section are subject to change. The quality of the LTE RF design will be evaluated using planning Tool. This will be based on a combination of area predictions and Monte Carlo simulations. It is important to note that the emphasis of the design evaluation will be on focusing where demand is and where potential LTE users are located. The following are a non comprehensive list of key performance indicators that will be used to validate the quality of the LTE RF network design.

7.1 Reference Signal Received Power (RSRP):-

Reference signal received power (RSRP) identifies the signal level of the Reference Signal. It is defined as the linear average over the power contributions of the resource elements that carry cell-specific reference signals within the considered measurement frequency bandwidth.

Design KPI for RSRP:-

10MHz Channel Bandwidth (700MHz & AWS): -98 dBm /-103 dBm

5MHz Channel Bandwidth (700MHz & AWS): -98 dBm /-103 dBm

A minimum of 95% of the weighted average of the LTE design service area (Cluster or Polygon) must meet the RSRP targets specified above. The criterion of 95% is based on a weighting using the same clutter weights used for traffic spreading. The target specified above is after taking into consideration the indoor loss values assigned per clutter type (In-building losses enabled). Note: The targets for AWS are only applicable in cases where the AWS design is being carried out as a standalone design and not be used as a capacity layer over an existing 700 MHz layer LTE network.

7.2 Reference Signal Received Quality (RSRQ) :-

Reference Signal Received Quality (RSRQ) identifies the quality of the Reference Signal. It is defined as the ratio NRSRP/(E-UTRA carrier RSSI), where N is the number of RB"s of the E-UTRA carrier RSSI measurement bandwidth. The measurements in the numerator and denominator shall be made over the same set of resource blocks. E-UTRA Carrier Received Signal Strength Indicator (RSSI), comprises the linear average of the total received power observed only in OFDM symbols containing reference symbols for antenna port 0, in the measurement bandwidth, over N number of resource blocks by the UE from all


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sources, including co channel serving and non-serving cells ,adjacent channel interference, thermal noise etc. Design KPI for RSRQ: 2 Transmit Paths: 50% Load: -15 dB 100% Load: - 18 dB A minimum of 95% of the weighted average of the LTE design service area (Cluster or Polygon) must meet the RSRQ targets specified above. The criterion of 95% is based on a weighting using the same clutter weights used for traffic spreading.

RSRQ CRITERIA FOR 0 % LOAD Power per RE (w)

0

0

0 Load % RSSI (w) RSRP (w) RSRQ (dB) Power (w)

0 0% 0.17 0.083 -3.0 dB 1

0 RSRP Boost

0.083 0 dB

0 External Interference

0 0

0

0 #RB #SC Power/Carrier (w) Power/SC (w) Power/RS (w)

0 25 300 1 0.0033 0.0033

0.083 30.0 dBm 5.2 dBm 5.2 dBm

# non RS SC # RS SC

250 50

Pathloss (dB)

130

RSSI (w) RSRP (w)

1 0.0033

RSSI (dBm) RSRP (dBm) RSSI - RSRP Offset

-100.0 -124.8 -24.8 dB

RSSI and RSRP Measured only in symbols containing RS

RSRQ calculation is done for a single RB using the entered value for power, no pathloss is used since the values are relative to each other and PL (or TxPwr in fact) will not affect this simple calculator

this will be the power difference between RSSI andchannel BW (RB)

Figure 9

RSRQ CRITERIA FOR 30 % LOAD


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Power per RE (w)

0.083

0


0.083 30% 0.42 0.083 -7.0 dB 1

0 RSRP Boost

0.083 0 dB

0.083 External Interference

0 0

0

0 #RB #SC Power/Carrier (w) Power/SC (w) Power/RS (w)

0 25 300 1 0.0033 0.0033

0.083 30.0 dBm 5.2 dBm 5.2 dBm

# non RS SC # RS SC

250 50

Pathloss (dB)

130

RSSI (w) RSRP (w)

1 0.0033


-100.0 -124.8 -24.8 dB




Figure 10

RSRQ CRITERIA FOR 60% LOAD Power per RE (w)

0.083

0.083


0.083 60% 0.67 0.083 -9.0 dB 1

0 RSRP Boost

0.083 0 dB


0.083 0

0

0.083 #RB #SC Power/Carrier (w) Power/SC (w) Power/RS (w)

0 25 300 1 0.0033 0.0033

0.083 30.0 dBm 5.2 dBm 5.2 dBm

# non RS SC # RS SC

250 50

Pathloss (dB)

130

RSSI (w) RSRP (w)

1 0.0033


-100.0 -124.8 -24.8 dB




Figure 11

RSRQ CRITERA FOR 80 % LOAD


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Power per RE (w)

0.083

0.083

0.083 Load % RSSI (w) RSRP (w) RSRQ (dB) Power (w)

0.083 80% 0.83 0.083 -10.0 dB 1

0 RSRP Boost

0.083 0 dB


0.083 0

0.083


0 25 300 1 0.0033 0.0033

0.083 30.0 dBm 5.2 dBm 5.2 dBm

# non RS SC # RS SC

250 50

Pathloss (dB)

130

RSSI (w) RSRP (w)

1 0.0033


-100.0 -124.8 -24.8 dB




Figure 12

RSRQ CRITERIA FOR 100 % LOAD Power per RE (w)

0.083

0.083

0.083 Load % RSSI (w) RSRP (w) RSRQ (dB) Power (w)

0.083 100% 1.00 0.083 -10.8 dB 1

0.083 RSRP Boost

0.083 0 dB


0.083 0

0.083


0.083 25 300 1 0.0033 0.0033

0.083 30.0 dBm 5.2 dBm 5.2 dBm

# non RS SC # RS SC

250 50

Pathloss (dB)

130

RSSI (w) RSRP (w)

1 0.0033


-100.0 -124.8 -24.8 dB




Figure 13

7.3 Overlapping Zones (Number of Servers):-

The overlapping zones (number of servers) criteria are used to establish the quality of the RF propagation environment from an interference point of view. The goal of the number of serverscriteria is to establish dominance and reduce the waste of network resources and degraded network performance that may occur when multiple servers exist in the same


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geographic area. The calculation is based on the reference Signal (RS) signal levels of the servers.

Design KPI for Overlapping Zones (Number of Servers):

Within 5 dB of the best server % area with 4 or more servers should be < 2%. % of area with 2 or more servers should be < 30%. Within 10dB of the best server % of area with 7 or more servers should be < 2%. The calculation is based on area importance. The clutter weights used for traffic spreading establishes the importance of the geographic area. The idea here is to focus the LTE design where LTE users are located (for example, core urban areas, convention centers, major stadiums, etc.) instead of areas within the LTE polygon with no users (for example, scrublands, forests, etc.)

7.4 DL Cell Aggregate Throughput

The DL Cell Aggregate throughput is the sum of the throughputs to all the users in the cell at an instant in time. This is to be measured following Monte Carlo simulations only. Design KPI for DL Cell Aggregate Throughput:

10MHz Channel Bandwidth: 13.4 Mbps per cell 5MHz Channel Bandwidth: 6.7 Mbps per cell A minimum of 90% of all users in the LTE design reference area should have the DL Cell Edge User Throughput exceeding the minimum design KPI values specified above. No more than 2% of the users should have a DL Cell Edge User Throughput less than 50% of this KPI target. All the statistics for the LTE designs must be generated on a cluster by cluster or super cluster basis following the criteria defined later in the document. In addition to the quantitative evaluation of the LTE design using the KPIs stated above, a qualitative evaluation of the design will also be carried out as outlined in the design evaluation. The exit criteria of a design are met when both the quantitative (KPIs) and qualitative evaluation of the designs are successfully completed.


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8 PEAK RATE CALCULATION IN LTE

From the 3gpp specification:

-1 Radio Frame = 10 Sub-frame

-1 Sub-frame = 2 Time-slots

-1 Time-slot = 0.5 ms (i.e. 1 Sub-frame = 1 ms)

-1 Time-slot = 7 Modulation Symbols (when normal CP length is used)

-1 Modulation Symbols = 6 bits; if 64 QAM is used as modulation scheme

Radio resource is manage in LTE as resource grid....

-1 Resource Block (RB) = 12 Sub-carriers

Assume 20 MHz channel bandwidth (100 RBs), normal CP

Therefore, number of bits in a sub-frame

= 100RBs x 12 sub-carriers x 2 slots x 7 modulation symbols x 6 bits

= 100800 bits

Hence, data rate = 100800 bits / 1 ms = 100.8 Mbps

* If 4x4 MIMO is used, then the peak data rate would be 4 x 100.8 Mbps = 403 Mbps.

* If 3/4 coding is used to protect the data, we still get 0.75 x 403 Mbps = 302 Mbps as data rate.


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9 CELL EDGE PERFORMANCE

9.1 Enhancing cell Edge Performance using ICIC

LTE uses universal frequency reuse (N=1) without soft handoff. Consequently, high levels of interference and low SINR can be expected near the cell edge. Traffic channel performance at the cell edge can be enhanced via ICIC.

However, it is commonly believed that control channels (such as the PDCCH) are more

robust, so ICIC is not applied to the PDCCH. Real-life deployments of large N=1 heterogeneous networks under heavy load conditions can result in a long tail in the SINR distribution; high mobility makes the situation even worse. The cell-edge SINR can be so poor that even the most robust control channel will not function properly without some kind of ICIC.

This paper examines the challenge of optimizing cell-edge SINR, and discusses various

strategies to enhance the cell-edge performance of PDCCH using the existing LTE standard.

9.2 Cell-Edge SINR from Simulation, Trial and Real-Life Networks

Before a real-life large-scale LTE network is deployed, network performance is estimated via results from system-level simulations and trial networks. The 3GPP Model [1] is commonly used for system-level simulation (Figure 1).

Figure 14

Figure 14: Under the 3GPP model, the cell-edge SINR values rarely go below SINR = 8 dB

There are several obvious limitations which make the 3GPP model ill-suited to estimate

cell-edge performance. The model is too idealistic; it is difficult at best to find a real-life


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cellular network that contains only 19 eNodeBs with identical cell radii, identical antennas, identical tower heights and uniform user distribution. The effect of using this idealistic model is that the measured cell-edge SINR values from a large-scale real-life network (Figure 2) can be much worse than the SINR generated from simulation (Figure 1); in other words, the model is likely to underestimate these values.

Figure 15

Figure 15: SINR distribution of a real-life N=1 OFDMA network has a much longer tail reaching SINR = 12 dB

Most trial networks only contain a few base stations; these few neighbor cells do not contribute sufficient out-of-cell interference even if they are all fully loaded. It is not cost-effective to maintain a trial network of appropriate size merely to create sufficient out-of-cell interference to generate realistic cell-edge SINR distributions. Some people believe that the out-of-cell interference is not important if it originates from cells that are physically far away from the center cell. This is not always true; cells that are located far away can still cause significant interference if they have line-of-sight (LOS) condition (see Figure 3).

The consequences of relying on results from simulation and trial networks is that, although performance can look very promising, cell-edge performance in an actual large-scale deployment can be much worse than originally anticipated, especially under heavy traffic loads. This puts the responsibility for problem solving in the hands of the field engineers. Sometimes performance can be only brought up to acceptable levels through lengthy trial-and-error processes; other times performance cannot be corrected because the defects are in the current release of the standard. Once the industry realizes that the problems are valid, corrections are made in the next release of the standard. But it takes years for the next release of the standard to be implemented in the field. In the meantime, network performance can only be as good as the field engineers can make it.

This kind of situation is a common occurrence, especially when a new system is deployed. For example, when the first system with universal frequency reuse (N=1) was deployed, no one realized how bad the out-of-cell interference could be when the load became heavy. The measured SINR distributions from the field turned out to be much worse than the SINR distributions obtained from simulations or from trial networks (a long tail toward the negative values with SINR < 12 to 15 dB).

What are the causes of such low cell-edge SINR? Multiple factors are involved, but the

main cause is irregularities from real-life cellular networks. These irregularities can


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cause very negative SINR in some locations (although they can result in good SINR in other locations); the net result is a long tail in the SINR distribution.

The situation is better for N>1 networks (such as GSM or AMPS) because in that case, the interferers(co-channels) are physically located farther apart from each other due to the frequency reuse distance. The situation is worst for N=1 networks since in that case, every cell is an interferer. Pilot pollution (or no dominant server) describes a situation where power transmitted from many different cells appears in a location, but none is significantly better than others. As a result, the composite signal level is high, but the SINR from any single cell is poor because the total interference is too high. The result is poor RF performance even with a high overall signal level.

Figure 3 shows one common cause of the no dominant server problem. The cells located nearby have unfavorable RF propagation conditions; but the cells located far away have favorable RF propagation conditions. The net result is: many servers appear in a location but no server is offering a strong enough signal. Without soft handoff, the terminal can only treat received power from one cell as signal; power from all other cells is treated as interference. Thus, the no dominant server problem means high interference and poor SINR:

Where S = received signal level; n is the thermal noise energy which is a constant,

Is the total out-of-cell interference contributed from all neighbor cells The larger the value of I, the worse the SINR.

Figure 16

Figure 16: No dominant server problem caused by special 3D terrain conditions


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Figure 4 shows an indoor deployment. The upper floors of high-rise buildings have LOS,

with many cells on the ground. The composite signal levels on the upper floors can be very high, but no server is much better than the others, so the combined SINR from every server is poor.

Figure 17

Figure 17: Pilot pollution of upper floors caused by cells on the ground

9.3 Effects Caused by Mobility:-

Vehicles moving at high speed may be subject to much worse cell-edge SINR due to a handover dragging effect. Essentially, this is caused by the fact that a fast-moving UE cannot always be served by the best server, because handover is not triggered until the UE has moved across the cell border, and there is a time lapse while handover completes.

When a UE moves across the cell border, before handover completion, it is served by the

original cell (serving cell), which now becomes the second- or third-best server. The UE will not be served by the best server until after the handover is successfully completed (Figure 18). The reason the serving cell cannot be the best server is due to the handover trigger condition (Event A3 as defined in [2]): The RSRP from a new candidate cell must be better than the RSRP of the current serving cell by a certain margin (=Hysteresis) in order for the handover trigger to happen. Therefore, at the handover trigger point, the serving cell is not the best server, but the candidate cell is. Also there is a time-to-trigger


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after Event A3, so the faster the moving speed, the farther away the UE will go before it can be switched to the best server.

Figure 18

However, the UE must first have message exchanges to the current serving sell (which is not the best server), and handover can only be successful after these message exchanges are successful with the current serving cell (Figure 19). Handover message exchanges are defined in [3].

Figure 19

Figure 19: Handover message exchanges, first with the serving (source) cell, then with the candidate (target) cell

The common problem is that near the cell edge, the SINR from the best server is already very poor, and the SINR values from the second- and third-best servers are even worse.


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Figure 7 shows the overlapping regions among the best, second-best third-best servers near the cell edges. 3GPP simulation only shows the SINR distribution from the best server. However, in real-life situations, the UE also has to work with the second- or third-best server, so the real-life situation is less favorable.

Figure 20

Figure 7: Overlapping areas of the best-, second-best and third-best servers near the cell edge

Failure rates for message exchanges with the serving cell, under the worst-case

scenario, can be high. Figure 8 shows the simulated cell-edge SINR values for different mobile speeds [4], [5]. One can see that the high-speed mobile may see cell-edge SINR values worse than 30 dB; no channel can operate with such poor SINR values.

Figure 21

Figure 21: SINR distributions of UE with low mobility (left) and high mobility (right)


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Note that Figure 21 is based on simulations using the 3GPP model, which is very idealistic; every handoff has a well-defined cell border and unique target cell. In reality, these boundaries and targets are far from clear, especially in areas with no dominant server (Figure 22). Ther

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