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外文翻译通信工程英文的毕业设计论文

外文翻译通信工程英文的毕业设计论文
外文翻译通信工程英文的毕业设计论文

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学院:信息与通信学院

专业:通信工程

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指导教师单位:信息与通信学院

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2014年 2 月9 日

Radio network planning process and methods for WCDMA

Abstract

This paper describes the system dimensioning and the radio network planning methodology for a third generation WCDMA system. The applicability of each method is demonstrated using examples of likely system scenarios. The challenges of

modeling the multiservice environment are described and the implications to the system performance simulations are introduced.

Keywords: Telecommunication network planning, Mobile radio- communication, Code division multiple access, Wide band transmission, Multiple service network, Dimensioning, Simulator, Static model, Dynamic model, Cellular network.

Resume(?)

Contents

I.Introduction

II. Initial planning, system dimensioning

III. Detailed planning process

IV. Example dimensioning case and verification of

dimensioning with static simulations

V. Comparison of a static to a dynamic network simulator

VI. Conclusion

INTRODUCTION

As the launch of third generation technology approaches, operators are forming strategies for the deployment of their networks. These strategies must be supported by realistic business plans both in terms of

future service demand estimates and the requirement for investment in network infrastructure. Evaluating the requirement for network infrastructure can be achieved using system dimensioning tools capable of assessing both the radio access and the core network components.

Having found an attractive business opportunity, system deployment must be preceded by careful network planning. The network planning tool must be capable of accurately modeling the system behaviour when loaded with the expected traffic profile. The third generation cellular systems will offer services well beyond the capabilities of today's networks. The traffic profile, as well as the radio access technology itself form the two most significant challenges when dimensioning and planning a WCDMA based third generation system. The traffic profile describes the mixture of services being used by the population of users. There are also specific system functionalities which must be modelled including fast power control and soft handover. In order to accurately predict the radio coverage the system eatures associated with WCDMA must be taken into account in the network modeling process. Especially the channel characterization, and interference control mechanisms in the case of any CDMA system must be considered. In WCDMA network multiple services co-exist. Different services (voice, data) have different processing gains, Eb/N0 performance and thus different receiver SNR requirements. In addition to those the WCDMA coverage depends on the load characterization, hand over parameterization, and power control effects. In current second generation systems' coverage planning processes the base station sensitivity is constant and the coverage threshold is the same for each base station. In the case of WCDMA the coverage threshold is dependent on the number of users and used bit rates in all cells, thus it

is cell and service specific.

The WCDMA planning process can be divided into three phases: initial planning (dimensioning), detailed radio network planning and network operation and optimization. Each of these phases requires additional support functions like propagation measurements, Key Performance Indicator definitions etc. In a cellular system where all the air interface connections operate on the same carrier the number of simultaneous users is directly influencing on the receivers' noise floors. Therefore, in the case of VMTS the planning phases cannot be separated into coverage and capacity planning. In the case of the post second-generation systems data services start to play an important role. The variety of services requires the whole planning process to overcome a set of modifications. One of the modifications is related to the quality of service (QoS) requirements. So far it has been adequate to specify the speech coverage and blocking probability only. Also more and more one has to consider the indoor and in-car coverage probabilities. In the case of UMTS the problem is slightly more multidimensional. For each service the QoS targets have to be set and naturally also met. In practice this means that the tightest requirement shall determine the site density. In addition to the coverage probability the packet data QoS criteria are related to the acceptable delays and throughput. Estimation of the delays in the planning phase requires good knowledge of the user behaviour and understanding in the functions of packet scheduler.

Common features between second and third generation coverage prediction also exist. In all the systems both of the links have to be analyzed. In current systems the links tend to be in balance whereas in the case of third generation one of the links can be higher loaded than the other, and thus either one of the links could be limiting the cell capacity or coverage. The propagation calculation is basically the same for all standards, with the exception that different propagation models could be used. Another common feature is the interference analysis. In the case of WCDMA this is needed for the loading and sensitivity analysis, in the case of TDMA/FDMA it is essential for frequency allocation. In order to fully utilize the WCDMA capabilities, a thorough understanding of the WCDMA air interface is needed from the physical layer to the network modeling, planning and performance optimization.

In this paper the pre-operational phase of the WCDMA planning process, as depicted in Figure 1in detail, is discussed. Section II is concentrating on the initial planning issues. The WCDMA link budget is introduced and it is demonstrated how different services and their QoS requirements impact on the site density estimate. In Section III a static radio network simulator is introduced. The methodology required in the coverage and capacity estimation for WCDMA is described for both uplink and downlink. Topic of Section IV is to demonstrate the accuracy of dimensioning: an example area is dimensioned and the average site distance is determined. The dimensioning result is compared with the outcome of a static network simulation. In Section V the analysis methods of the static simulator are verified. The verification was performed with a dynamic system simulator. The paper is concluded in Section VI.

I.INITIAL PLANNING, SYSTEM DIMENSIONING

Initial planning (i.e. system dimensioning) provides the first and most rapid evaluation of the network element count as well as the associated capacity of those elements. This includes both the radio access network as well as the core network. This paper focuses upon the radio access part solely. The target of the initial planning phase is to estimate the required site density and site configurations for the area of interest. Initial planning activities include radio link budget (RLB) and coverage analysis, capacity estimation, and finally, estimation for the amount of base station hardware and sites, radio network controllers (RNC), equipment at different interfaces, and core network elements. The service distribution, traffic density, traffic growth estimates and QoS requirements are essential already in the initial planning phase. In the initial planning phase the quality is taken into account in terms of blocking and coverage probability. RLB calculation is done for each service, and the tightest requirement shall determine the maximum allowed isotropic path loss.

A.WCDMA specific items in the radio link budget

In this section the WCDMA uplink and downlink budgets are discussed. To estimate the maximum range of a cell a RLB calculation is needed. In the RLB the antenna gains, cable losses, diversity gains, fading margins, diversity gains etc.

are taken into account. The output of the RLB calculation is the maximum allowed propagation path loss which in return determines the cell range and thus the amount of sites needed. There are a few WCDMA specific items in the link budget if one compares to the current TDMA based radio access system like GSM. These include interference degradation margin, fast fading margin, transmit power increase and soft handover gain.

The interference degradation margin is a function of the cell loading. The more loading is allowed in the system, the larger interference margin is needed in uplink, and the smaller is the coverage area. The uplink loading can be derived as follows, for simplicity the derivation is performed with service activity v = 1.

To find out the required uplink transmitted and received signal power for a mobile station MSk connected to a particular base station BSn, the basic CDMA Eb/N0 equation is used. The usual, slightly theoretical, assumption is that Ioth, the interference received from the MSs connected to the other cells is directly proportional (proportionality constant i) to Iown, the interference received from the MSs connected to the same BSn as the desired MS. Assume that the MSk uses bit rate Rk, its Eb/N0 requirement is Pk and the CDMA modulation bandwidth is W. Then the received power of the k-th mobile, Pk, at the base station it is connected to, must be at least such that

公式(1)

k=l ..... K

where Kn is the number of MSs connected to BSn, N= NoW = NfkToW is the noise power in the case of an empty cell, Nf is the receiver noise figure, k is the Boltzmann constant and T0 is the absolute temperature.

The inequalities in (1) are slightly optimistic because it is assumed that there is no interference from the own signal. In reality this is not exactly true in multipath propagation conditions. Equation (1) is however still chosen to avoid taking

multipath interference into account twice. I.e., the Eb/N0 requirements determined from link level simulations are presented so that N0 means only noise and multipath interference is visible in higher Eb/N0 requirement to a certain BER performance. Solving the inequalities as equalities means solving for the minimum required received power (sensitivity), Pk:

公式(2)

If the Equations in (2) are summed over the mobile stations connected to BSn then

公式

公式(3)

since/ow, = ~ Pk' If loading is defined as k

公式(4)

this loading definition can be enhanced to include gain and service activity, v:

公式(5)

In [ 12] the uplink loading is estimated using equation

公式(6)

where m is the number of services used. The difference between Equations (5) and (6) are due to the fact that (6) does not include sectorisation gain and that

in the derivation starting from Equation (1) the denominator is Iown-Pk+

iIow +N rather than Iown+ iIown +N, which is only the case when Pk <<

Iown"

The downlink dimensioning is following the same logic as the uplink. For a

selected cell range the total base station transmit power ought to be estimated.

In this estimation the soft handover connections must be included. If the

power is exceeded either the cell range ought to be limited, or number of

users in a cell has to be reduced. For downlink the loading (ηDL) is

estimated based on

公式(7)

where LPmi is the link loss from the serving BSm to MSi, LPni is the link

loss from another BSn, to MSi, Pi is the transmit Eb/N0 requirement for the

MSi, including the SHO combining gain and the average power raise caused

by fast power control, N is the number of base stations, I is the number of

connections in a sector andαi is the orthogonality factor depending on

multipath conditions (α= 1: fully orthogonal).

公式:The term ~" defines the iDL. n =l,n~:m LPn i Direct output of the downlink RLB is the single link power required by a user at the cell edge. The total base station power estimation must take into account multiple communication links with average (LPmi) distance from the serving base station. Furthermore, the multicell environment with orthogonalities a i should be included in the modeling. More on the downlink loading and transmit power estimations can be found in [13]. In the RLB calculation in uplink direction the limiting factor is the mobile station transmit power, in downlink direction the limit is the total base station transmit power. When balancing the uplink and downlink service areas both links

must be considered.

Fast fading margin or power control headroom is another COMA specific item in the RLB. Some margin is needed in the mobile station transmission power for maintaining adequate closed loop fast power control in unfortunate propagation conditions like the cell edge. This is applicable especially for pedestrian users where the Eb/N0 to be maintained is more sensitive to the closed loop power control. The power control headroom has been studied more in [6] and [7].Another impact of the fast power control is the transmit power increase. In the case of a slowly moving mobile station the power control is able to follow the fading channel and the average transmitted power increases. In own cell this is needed to provide adequate quality for the connection and does not cause any harm, since increased transmit power is compensated by the fading channel. For neighbouring cells however this means additional interference. The transmit power increase (TxPowerlnc) is used to reduce the reuse efficiency according to Equation (9). In Equation (4) i should be replaced with term TxPowerlnc×i in case the mobile station transmit power increase is significant.

Soft handover gain is discussed already in [3]. Handovers-soft or hard-provide gain against shadow fading by reducing the required fading margin.Due to the fact that the slow fading is partly uncorrelated between cells, and by making handovers the mobile can select a better communication link. Furthermore, soft handover (macro diversity) gives an additional gain against fast fading by reducing the required Eb/N0 relative to a single radio link. The amount of gain is a function of mobile speed, diversity combining algorithm used in the receiver and channel delay profile. More about the SHO gain can be found in Section II C. Receiver sensitivity estimation

In the link budget the BS receiver noise density is estimating the noise level over one WCDMA —carrier. The required receiver SNR contains the processing gain and the loss due to the loading. The loading used is the total loading due to different services on the carrier in question. The required signal power (S) depends on the SNR requirement, receiver noise figure and bandwidth.

公式(10)

Where

公式(11)

公式(12)

where Nf is the receiver noise figure, Κis Boltzmann constant, To is the absolute temperature and ηis the loading. In some cases the basic noise/interference level is further corrected with the man made noise term.

A.Shadowing margin and soft hand over gain estimation

The next step is to estimate the maximum cell range and cell coverage area in different environments/regions. The RLB is estimating the maximum allowed isotropic path loss, from that value a slow fading margin, related to the coverage probability, has to be subtracted. When estimating the coverage probability the propagation model exponent and the standard deviation for the log-normal fading must be set. If the indoor case is considered the indoor loss is from 15dB to 18dB

and the standard deviation for log-normal fading margin calculation is set to 10-12dB.In the case of outdoor coverage typical standard deviation value is 7 to 8dB. Typical propagation constants range from 2.5 to 4. Traditionally the area coverage probability used in the RLB is for single cell case [1]. The required probability is 90 % to 95 % and typically this leads to 7-8dB fading margin, depending on the propagation constant and standard deviation of the log-normal fading. The Equation (13) estimates the area coverage probability for single cell case: 公式(13)

Pr is the received level at cell edge, n is the propagation constant, x0 is the average signal strength threshold andσis the standard deviation of the field strength.

In real WCDMA cellular networks the coverage areas of cells overlap and the mobile station is able to connect to more than just one serving cell. If more than one cell can be detected the location probability increases and is higher than determined for a single isolated cell. Analysis performed in [2] indicates that if the area location probability is reduced from 96% to 90% the number of base stations is reduced by 38 %,This number indicates that the concept of multiserver location probability should be carefully considered. In reality the signals from two base stations are not completely uncorrelated, and thus the soft handover gain is slightly less than estimated in [2]. In [3] the theory of the multiserver case with correlated signals is introduced:

公式(14)

where P

out is the outage at the cell edge, γ

SHO

is the fading margin in the case

of soft handover, σis the standard deviation of the field strength and for 50 % correlation a = b = 1/21/2. With the theory presented for example in [1] this probability at the cell edge can be converted to the area probability. In the WCDMA link budget the SHO gain is needed. The gain consists of two parts: combining gain against fast fading and gain against slow fading. The gain against slow fading is dominating and it is specified as:

公式(15)

If we assume 95% area probability, n = 3.5 and the standard deviation is 7dB the gain will be 7.3dB-4dB=3.3dB. If the standard deviation is larger and the probability requirement higher the gain will be more.

B.Cell range and cell coverage area estimation

Once the maximum allowed propagation loss in a cell is known, it is easy to apply any known propagation model for the cell range estimation. The propagation model should be chosen so that it optimum describes the propagation conditions in the area. The restrictions of the model are related to the distance from the base station, the base station effective antenna height, the mobile antenna height and the frequency. One typical example for macro cellular environment is Okumura-Hata. Equation (16) presents an example Okumura-Hata path loss model for an urban macro cell with base station antenna height of 25m, mobile antenna height of 1.5m and carrier frequency of 1950 MHz [4].

公式(16)

After choosing the cell range the coverage area can be calculated. The coverage area for one cell in hexagonal configuration can be estimated with:

公式(17)

TABLE I. -Example of a WCDMA RLB.

Exemple d'un bilan de liaison radio WCDMA.

Where S is the coverage area, r is the maximum cell range and K is a constant, depending on the network topology. The number of sectors is typically from 1 to 3.In the case of WCDMA reasonable values are up to 6 sectors. In the case of 6 sectors the estimation of the cell coverage area becomes problematic,since a six-sectored site does not necessary resemble a hexagon. A proposal for the cell area calculation at this stage is that the equation for the omni case is used also in the case of 6 sectors and the larger area is due to a higher antenna gain. The more sectors are used the more careful soft handover overhead has to be analysed to provide an accurate estimate. In

Table II some of the K-values are listed.

TABLE II. --K-values for the site area calculation. Valeurs du param~tre K pour le calcul d'une zone de couverture autour d'un site

C.Capacity and coverage analysis in the initial planning phase

Once the site coverage area is known the site configurations in terms of channel elements, sectors and carriers, and site density (cell range) has to be selected so that the supported traffic density can fulfil the requirements. An example dimensioning case can be seen in Section IV. The WCDMA RLB is slightly more complex than the TDMA one. The cell range depends on the number of simultaneous users (number of channels/users in terms of interference margin, see Equation (6)). Thus the coverage and capacity are connected and already in the very beginning the operator should have knowledge and vision of the subscriber distribution and growth since it has a direct impact on the coverage. Finding the correct configuration for the network so that the traffic requirements are met and the network cost minimised is not a simple task. The number of carriers, number of sectors, loading, number of users and the cell range all have an impact on the result.

III. DETAILED PLANNING PROCESS

A.Introduction to a static radio network planning simulator

In this study the simulator first introduced in [9] was used. It is of static nature and needs as inputs a digital map, the network layout and the traffic distribution in form of a discrete user map. Each of the users can have different terminal speed and uses a different service (bit rate, activity factor, which both can be different ’for uplink and downlink). Therefore each mobile station gets assigned an individual Eb/N0 requirement imported from link level simulations. The simulator itself consists of basically three parts-initialisation, combined uplink and downlink analysis and post processing phase. Following the initialisation part, round after round in the main part of the tool, both the uplink and downlink for all mobile stations are analysed and after the iterations have fulfilled certain convergence criteria, in the final step, the results of the uplink and downlink analyses are post processed for various graphical and numerical outputs. On top of these results, for selected areas (which also can consist of the whole network) area coverage analyses for UL and OL dedicated channel as well as for common channels (common pilot CPICH, broadcast control channel 8CCH, forward access and paging channel FACH and PCH on the P-CCPCH and S-CCPCH) can be performed. In case a second carder is present in the network area, either used by the same operator or by another operator adjacent channel interference (ACI ) can be taken into account. Only in case the second carrier is assigned to the same operator, load can be

shared according different strategies between the carriers (IF-HO).

B. Initialisation Phase

In the global initialisation phase the network configuration is read in from parameter files for base stations, mobile stations and the network area. Some system parameters are set and propagation calculations are performed. In the following step, requirements coming from the link level simulations are assigned to base stations and mobile stations. After some initialisation tasks for the iterative analysis-setting default transmit power sand network performance -the actual simulation can start.

https://www.doczj.com/doc/382305989.html,bined uplink and downlink analysis

C1. Uplink iteration step

The target in the uplink iteration is to allocate the mobile stations' transmit powers so that the (interference+noise)-levels and thus the base station sensitivity values converge. The average transmit powers of the mobile stations to each base station are estimated so that they fulfil the base stations Eb/N0 requirements. The average mobile stations'transmit powers are based on the sensitivity level of the base station, service (data rate) and speed of the mobile station and the link losses to the base stations. They are corrected by taking into account the

activity factor, the soft handover gains and average power raise due to fast transmit power control. The impact of the uplink loading on the base station sensitivity (noise rise) is taken into account by adjusting it with (l-η). ηcan be defined by Equation (5).

After the average transmit powers of the mobiles have been estimated they are compared to the maximum value allowed and mobiles exceeding this limit are trying IF-HO if allowed or are put to outage. Now the interference analysis can be performed again and the new loading and base station sensitivities are calculated until their changes are smaller than specified thresholds. Also in case the uplink loading of a cell exceeds specified limits, mobile stations are moved to another carrier if allowed (IF-HO). Otherwise they are put to outage.

C2. Downlink iteration step

Similarly to the uplink the goal of the downlink iteration is to assign the base station transmit powers for each link (including SHO connections) a mobile station is having until all mobile stations receive their signal with the required carrier-to-interference-ratio, C/I, defined by Equation (18) 公式(18)

is the received Eb/N0 requirement of the MS depending on where EbNo

MS

terminal speed and service. The actual received (C/I)

of MS m is calculated

m

using MRC according Equation (19) by summing the C/I values of all links k, k = 1... K mobile station m is having.

公式(19)

where P

is the total transmit power of the base station to which link k is k

is the link loss from the cell k to the mobile station m, αestablished, Lp

k m

k is the cell specific orthogonality factor, P

is the power allocated to the link

km

is the other cell interference from base station k to mobile station m, I

oth,

m

and Nm is the background and receiver noise of MS m.

The initial transmit powers are adjusted iteratively according the difference between the achieved and the targeted C/I value until convergence is achieved. The process requires iteration, since the C/I at each mobile station is dependent on all the powers allocated to the other mobile stations and it is not known a priori whether a link can be established or not. In case either certain link power limits or the total transmit power of a base station is exceeded mobile stations are performing IF-HO if allowed or taken out randomly from the network.

In a further step for each mobile station it is checked whether the received Ec/Io value is above a user defined threshold so that the mobile station can

reliably measure the base station and synchronise to it. Also here if the threshold given is exceeded, the mobile station tries IF-HO or is put to outage. A flow chart for the detailed iteration steps can be seen from Figure 3.

C3. Adjacent channel interference calculations

The adjacent channel interference influence due to the two possible carriers - either from own network or from a competitive operator's network in the same area-is taken into account by filtering this interference with a channel separation dependent filter. In both directions UL and DL the adjacent carrier filtering is implemented as a two-fold process. In OL, one filter for the mobile stations has been implemented indicating its out of band radiation (acpFilterUL). This filter is used to indicate how much power the mobile station is leaking into the other carders receiving band (Adjacent Channel Leakage Ratio, ACZLR ) For the base station in the uplink another filter (aciFilterUL) has been implemented. This filter is indicating the selectivity of the base station's receiver in multicarrier situation, i.e. how big portion of the adjacent channel power is

received by the base station as adjacent channel interference power (Adjacent Channel Protection, ACP). Also this filter setting depends on the carrier separation. The adjacent channel interference situation in UL is depicted in Figure 4. In the simulations these two filters are combined to a single filter by Equation (20):

公式(20)

Adjacent channel interference (I

) is taken into account when calculating

ACI

the UL load according to Equation (21).

公式(21)

Also in the downlink similar type of filtering is introduced as in the uplink. One filter for the base stations has been implemented indicating the out of band radiation of the base station (acp Filter DL). This filter is used to indicate how much power the base station is leaking into the other carriers receiving band (ACLR). The filter setting depends on the separation between the carriers. For the mobile station another filter has been implemented (aci Filter DL). This filter is indicating the selectivity of the mobile station's receiver in multicarrier situation, i.e. how much of the adjacent channel interference power is received by the mobile station (ACP). Also this filter setting depends on the carrier separation. The adjacent channel interference situation in DL is depicted in Figure 5. In the simulations these two filters are combined to a single filter by Equation (22):

公式(22)

Adjacent channel interference (I

) in DL is taken into account when

ACI

calculating the C/I of a single link a MS is having according to Equation (23).

公式(23)

is interference from where variables are as defined after Equation (19), I

oth

other cells on same carrier and I

is adjacent channel interference.

ACI

D. Predicting the network coverage

In all estimations of area coverage probability (UL, DL,DCH, CPICH, BCH, FACH, PCH) it is assumed that the interference situation is stable. This means that a certain traffic distribution has been assumed and the detailed UL and DE iteration has been run. A test mobile is then run through all pixel of the interesting area and all other MSs which could be served are contributing to the interference. The test mobile is not influencing on the interference situation, therefore the other to own cell interference ratio will not change and also the total transmit power of the serving BSs are constant.

UL DCH coverage

In UL direction now it can be estimated whether or not this additional mobile station using a certain bit rate and having a certain Go/No requirement could get the service in the chosen geographical location. This means, if the maximum allowed transmit power of the test MS is enough to fulfil the Go/No requirement at the BS receiver. The needed transmit power for the MS is calculated with Equation (24) and compared to the maximum allowed.

公式(24)

Area coverage probability finally is defined as the proportion of the chosen area where the additional MS really gets the wanted service under that stable interference situation. The weakness in this approach is that in reality an additional mobile station would change the interference situation, for example some other mobiles could go to outage but in the case of low bit rate services this effect can be neglected.

DL DCH coverage

In downlink direction the coverage probability calculation is based on the transmit power limits per radio link. The main focus is to check pixel-by-pixel, whether or not there is enough transmit power per link from base stations in the active set, if there would be a MS in the pixel, using a given service (bit rate) and having a given speed. Also here it is assumed that the total transmit powers of BSs do not change from what was left after UL/DL iteration, i.e. it could be assumed that the influence of the test MS is replaced by the closest original MS. In iteration however there may or may not have been a MS in the pixel. The coverage probability then again is defined as the amount of pixels from the whole area where the service was possible.

CPICH coverage

In radio network planning the CPICH transmit power should be set as

small as possible but ensuring that the best cell and neighbour cells can be measured and synchronised and the CPICH can be sufficiently used as the phase reference for all other DL physical channels. Typically this means that 5%-10% of the total BS power is used for CPICH. For each pixel in the chosen area the Ec/Io in that pixel is calculated according Equation (25).

公式(25)

where P

CPICH

is the CPICH power of the best server , Lp is the link loss to the

best server, P

i,

TX is the total transmit power of BSi, Lp

i

is the link loss to

BSi, I

ACI

is adjacent channel interference, No is the thermal noise of the default MS and numBSs is the number of base stations in the network. The achieved Ec/Io is then compared to a user given threshold and the CPICH coverage defined as the ratio of pixels where the threshold is exceeded compared to all pixels. The weakness of this modeling for the CPICH Ec/Io coverage is that it is done only for the best server. In an operating network however, all neighbour cells must also be measured and therefore all neighbour cells' CPICH Ec/Io should be analysed, too. This could be overcome however by e.g. adding a threshold to the required CPICH Ec/Io. Descriptions of other static simulators can be found for example in [18, 19].

IV. EXAMPLE DIMENSIONING CASE AND

VERIFICATION OF DIMENSIONING WITH

STATIC SIMULATIONS

This section is containing an example use case for the initial planning phase in case of a green field macrocellularr operator. In this example case only one network evolution phase is considered, in the real radio network planning case the traffic growth should be more carefully considered. In this work three cases have been analysed. First case is 8 kbps speech only, mobile station speeds 3 (50% of MSs) and 120 km/h (50% of MSs). Second case is dimensioning speech and circuit switched data (64kbps), speech mobiles moving 50 km/h, data terminals 3 km/h. The last Case is 144 kbps data only, terminals moving with 20 km/h. More details related to the case can be found in [14]. The study consisted of two parts. In the first part the operator's macrocellular network is dimensioned, i.e. the cell range is estimated with given input parameters. This study is based on the assumption that the traffic and the QoS information are available from the operator. In the second phase the network is planned for the estimated site distance (1.5*R) and the WCDMA analysis is performed for the radio network. As depicted in Figure 1 this use case is concentrating on the first half of the radio network planning process: the network dimensioning, network configuration definition and coverage/capacity planning.

In the first phase the dimensioning task is to generate certain traffic and QoS requirements for the above mentioned three cases and to dimension the cases accordingly. The radio network was dimensioned for an urban area of 13×13km2. The propagation model used was Okumura-Hata with an area correction factor of 0 dB. The traffic and QoS requirements for all the three cases are in Table III.

In the dimensioning process both the capacity and the coverage have to be considered. The cell range is determined not only by the RLB, but also on the capacity requirements. From the selected cell range the coverage area for the site can be estimated by Equation (17). Once the site coverage area is known the supported traffic density can be estimated. The selected site density must be such that the traffic density requirement and the coverage requirement in terms of coverage probability are met. In the following table the dimensioning results are collected. In the example case the cell range has been solely based on the uplink results. In uplink direction the target loading as specified by Equation (6) is limiting the number of channel elements per cell. As it can be seen already in the dimensioning results, the base station transmit power is actually limiting in all of the cases. In order to meet the capacity requirements either cell range, number of sectors or number of carriers should be changed. In this case only one carrier was used.

in the second phase of the work the dimensioning results in terms of number of cells and the cell range were used in the corresponding static simulator runs. The items with bold font in Table III and Table IV were used as inputs for the simulation. The site distance used in the static simulator has been estimated with D=1.5*R where R is the cell range obtained from the RLB in dimensioning. In this study the network scenario was based on a regular grid, and the network area consisted only of urban area type. The static simulator

described in Section III was used in this study. The Eb/No requirements and the traffic distribution used in the simulation were the same as were used during dimensioning. In the dimensioning phase only the antenna gain is used. In the simulations the antenna radiation pattern is also required and an antenna with 65°horizontal beam width was selected. The 65°antenna was selected because it is widely used already in 2G networks with three sectored configurations. Furthermore, according to [11] the 65 °provides the optimum performance for the used network configuration. In all the simulations the antenna gain was always 17 dBi. The soft handover addition window was set to -6 dB. In Figure 6 there is an example of the network scenario. The system features used in the simulations are from [10] and the ITU vehicular A channel [5] has been assumed for the channel delay profile.

According to the simulations in the speech case the dimensioning is too pessimistic for the uplink capacity. Based on the simulations the network could support 72 speech users versus the 60 proposed by dimensioning. The main difference is because of the interference statistics. The other to own cell interference ratio has relative large standard deviation (0.27, minimum value only 0.11) and thus there are cells which can carry more traffic than Equation (6) is proposing. With the help of the results in Table 5 it can be concluded that current dimensioning is correctly limiting the downlink capacity. According to the simulations with 65 °antenna the down-link should serve 46 users, the dimensioning is proposing 40.The simulated coverage probability is slightly higher than the requirement, and thus the site distance in reality could be slightly increased.

In the mixed traffic case the uplink dimensioning result was proposing 42 channel elements for speech users and 6 for data users to meet the traffic requirement. The UL simulation result is slightly different from the dimensioning result. The reason for this is partly that it is very difficult to control the simulation run so that the ratio of the data users and the speech users would be exactly as required. The initial requirement was that the data users are 17% of the total users. After the static simulator run the percentage was 16 %. In the case of UL there are in average 37 speech users instead of 42, but on the contrary there are 8 data users instead of 6. Therefore one can claim that the uplink dimensioning result is well in line with the simulation results. The power amplifier dimensioning for the DL (based on [13]) shows a clear downlink limitation. The uplink 48 users cannot be served in downlink direction with the assigned 20 W maximum base statio transmit power. When the number of users in the dimensioning was reduced to 27 speech and 6 data users the dimensioning estimates the total YX power of 17W including 10% common channel overhead. Values used for the power calculation were

55 % and peak to average ratio for Lp mi of 4dB. The downlink is

limiting also according to the network simulations. According to the simulation downlink analysis the network can support 25speech users and roughly 564 kbps data users simultaneously, the base station total transmit power being 19W to 20W depending on the selected scenario. In the mixed traffic case dimensioning of the base station total transmit power follows extremely well the simulations. In terms of coverage probability the dimensioning is slightly pessimistic. According to the simulations the data coverage probability is always better than the required 70%. Since the data service is limiting the cell range the speech coverage probability is always better than the required 95 %.

In the data case the dimensioning was proposing 855.6/144 = 5.94 simultaneous users (assuming 10 % soft capacity, and iDL = 55 %). This result is very close to the simulated case, but also in this case the uplink dimensioning is slightly pessimistic. In the downlink dimensioning with iDL = 55%, orthogonality 50% and 4dB peak to average ratio the BS transmit power for the 5 users is roughly 19W, including common channels (10% overhead) and 40% soft handover probability. A similar number is also achieved with the static simulations. In the data case the coverage probability is up to 8% higher than required. The difference in decibels of coverage probability of 80 % and 88 % is 2 to 3dB, depending on the exact parameter values that have been used in the estimations, see [1]. In coverage limited case this has an impact on the required number of sites. All simulation results are collected in Table V.

In Figure 7 there is an example of the dominance and coverage analysis

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电厂蒸汽动力的基础和使用 1.1 为何需要了解蒸汽 对于目前为止最大的发电工业部门来说, 蒸汽动力是最为基础性的。 若没有蒸汽动力, 社会的样子将会变得和现在大为不同。我们将不得已的去依靠水力发电厂、风车、电池、太阳能蓄电池和燃料电池,这些方法只能为我们平日用电提供很小的一部分。 蒸汽是很重要的,产生和使用蒸汽的安全与效率取决于怎样控制和应用仪表,在术语中通常被简写成C&I(控制和仪表 。此书旨在在发电厂的工程规程和电子学、仪器仪表以 及控制工程之间架设一座桥梁。 作为开篇,我将在本章大体描述由水到蒸汽的形态变化,然后将叙述蒸汽产生和使用的基本原则的概述。这看似简单的课题实际上却极为复杂。这里, 我们有必要做一个概述:这本书不是内容详尽的论文,有的时候甚至会掩盖一些细节, 而这些细节将会使热力学家 和燃烧物理学家都为之一震。但我们应该了解,这本书的目的是为了使控制仪表工程师充 分理解这一课题,从而可以安全的处理实用控制系统设计、运作、维护等方面的问题。1.2沸腾:水到蒸汽的状态变化 当水被加热时,其温度变化能通过某种途径被察觉(例如用温度计 。通过这种方式 得到的热量因为在某时水开始沸腾时其效果可被察觉,因而被称为感热。 然而,我们还需要更深的了解。“沸腾”究竟是什么含义?在深入了解之前,我们必须考虑到物质的三种状态:固态,液态,气态。 (当气体中的原子被电离时所产生的等离子气体经常被认为是物质的第四种状态, 但在实际应用中, 只需考虑以上三种状态固态,

物质由分子通过分子间的吸引力紧紧地靠在一起。当物质吸收热量,分子的能量升级并且 使得分子之间的间隙增大。当越来越多的能量被吸收,这种效果就会加剧,粒子之间相互脱离。这种由固态到液态的状态变化通常被称之为熔化。 当液体吸收了更多的热量时,一些分子获得了足够多的能量而从表面脱离,这个过程 被称为蒸发(凭此洒在地面的水会逐渐的消失在蒸发的过程中,一些分子是在相当低的 温度下脱离的,然而随着温度的上升,分子更加迅速的脱离,并且在某一温度上液体内部 变得非常剧烈,大量的气泡向液体表面升起。在这时我们称液体开始沸腾。这个过程是变为蒸汽的过程,也就是液体处于汽化状态。 让我们试想大量的水装在一个敞开的容器内。液体表面的空气对液体施加了一定的压 力,随着液体温度的上升,便会有足够的能量使得表面的分子挣脱出去,水这时开始改变 自身的状态,变成蒸汽。在此条件下获得更多的热量将不会引起温度上的明显变化。所增 加的能量只是被用来改变液体的状态。它的效用不能用温度计测量出来,但是它仍然发生 着。正因为如此,它被称为是潜在的,而不是可认知的热量。使这一现象发生的温度被称为是沸点。在常温常压下,水的沸点为100摄氏度。 如果液体表面的压力上升, 需要更多的能量才可以使得水变为蒸汽的状态。 换句话说, 必须使得温度更高才可以使它沸腾。总而言之,如果大气压力比正常值升高百分之十,水必须被加热到一百零二度才可以使之沸腾。

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