The invention relates to the techniques that allow to estimate, according to propagation models, the level of electromagnetic field present in a determined geographic position and produced by a given source or by a given set of sources.
Theses techniques play an important role in planning, designing, constructing and operating communication networks, especially in view of performance optimisation in networks such as cellular mobile radio telecommunication networks. In particular, the ability to evaluate the level of electromagnetic field present in a determined geographic position is important for dimensioning a new network and for upgrading and optimising the performance of an existing network.
Moreover, said techniques can have decisive importance to facilitate the action of locating the terminals of a mobile network, for instance in view of providing so-called Location Based Services (LBS), using locating techniques based on power measurements.
A propagation model is a tool that enables to evaluate the level of the received signal (usually with reference to mean values) as a function of the radio-electric, geometric and environmental variables that characterise the mobile radio connection set up between transmitter and receiver.
Propagation models are very useful to all those who have to operate, for instance, a cellular network, because they are used when planning and simulating the physical layer of the mobile radio connection. Their use is also very useful for all those methods that aim to locate the mobile terminal through received power measurements.
In essential terms, two types of propagation models are present in the literature:
A simple propagation model is a method that estimates the attenuation undergone by the electromagnetic signal according to elementary geometric parameters that characterise the mobile radio connection between transmitter and receiver (such as distance between the antennas, height of the antennas from the ground) and on the basis of the frequency of the transmission carrier. The propagation of the electromagnetic signal can be studied, for instance, according to the principles of geometric optics.
This category includes the Okumura/Hata model, known for instance from the volume T.S. Rapport, “Wireless Communications, Principles and Practice”, Prentice Hall PTR, 1996, pages 116-119.
Essentially, having as inputs the distance between the antennas of the transmitter and of the receiver, the carrier frequency and the heights of transmitter and receiver from the ground, such a model outputs the estimated attenuation.
Simple propagation models are essentially based on the observations conducted during tests for their calibration. These models have the drawback of not being very accurate in their estimation of the attenuation undergone by the signal during its propagation and of not being resistant against even small deviations from the test conditions.
The lack of accuracy can cause problems in the systems that use the model: for example, simulations may lose their closeness to reality because of errors in the field estimation, the precision of the locating engine can become poor, the dimensioning can be incorrect.
Models using territorial databases, instead, are more accurate and more refined: they aim to estimate magnetic field intensity in a point by exploiting the knowledge of cartographic data for the area where the signal is propagated. Their databases may contain information about the morphology of the territory or the presence of obstacles to propagation, such as buildings.
The latter category includes the solution described in US-B-6 021 316, which uses a two-dimensional map to determine the attenuation of a radio wave. The map contains geometric information on the buildings present in the are where the transmitter is located. The map is used to determine the paths through which the signal may propagate, both directly, and through reflections. The main disadvantages of the methods that use territorial databases are given by the difficulties connected to finding and maintaining the databases which must be kept up to date, as well as by the high computing powers required.
In particular, these methods are not suitable for use in:
In the systems for estimating the position of mobile radio terminals by means of power measurements, to have very short computing times, simple propagation models must be available for use, also in view of the fact that maintaining and updating the cartographic data would have a negative impact on the costs of using and operating the system.
In this field of application, it is known that the geographic position where a terminal of a mobile communication network is currently located can be determined by measurements of the intensity of the electromagnetic field received by the terminal from the various radio base stations in the network.
In particular, locating techniques are known in which:
The necessary processing functions are usually carried out by a locating server connected to the network.
As demand for services linked to location grows, the need clearly emerges to enable the server to perform a very high number of locating operations, each of which must be completed in correspondingly short time and without employing very sizeable processing capacities. Hence the need to estimate the field value on the basis to models that are both simple and reliable.
This is particularly true if at least part of the locating function is to be performed by the mobile terminal itself, whose processing capacities are, as a whole, quite limited. This holds true even in the case of new generation mobile telephones, where the available application processor has good processing capacities compared with those available at this time in currently used cell phones.
The Applicant notes that, therefore, there are several possible usage contexts where:
The Applicant tried to overcome the problems of possible inaccuracy of the methods based on simple propagation models, whilst retaining their virtues of implementation simplicity. At the same time, the Applicant sought solutions usable, for instance, in the systems for simulating mobile radio networks which also use a simulation of the physical layer, in the systems for estimating the position of mobile radio terminals through power measurements and in the systems for the preliminary planning and initial dimensioning of mobile radio networks, without giving rise to reasons for computational criticality and/or to problems connected with the construction and maintenance of cartographic databases.
The object of the present invention is to meet these needs.
According to the present invention, this problem is solved thanks to a method having the characteristics specifically set out in the appended claims. The invention further relates to a corresponding system, a communication network incorporating such a system and/or resulting from the application of the method according to the invention, as well as the related computer product able to be loaded in the memory of at least one electronic computer and comprising portions of software of code to implement the steps of the method of the invention:
in this context, said term shall be considered wholly equivalent to the mention of a computer-legible means comprising instruction for controlling a computer system to carry out a method according to the invention. The reference to “at least one electronic computer” is clearly meant to highlight the possibility of embodying the solution according to the invention with a decentralised architecture.
The invention solves the technical problem described above, providing for the evaluation of the signal level in a determined position (for instance, in a determined point of a mobile radio network) taking into account the topological characteristics of the network that serves the territory.
According to a preferred embodiment of the invention, therefore, an estimation is conducted of the field received from at least one source of electromagnetic field in a determined position of the territory covered by a communication network comprising a plurality of sources of electromagnetic field: the field is estimated on the basis of a propagation model, modifying the propagation model according to the topology of the sources of electromagnetic field.
The topological characteristics in question can be defined, for instance, starting from the geographic disposition of the Radio Base Stations. In particular, it is possible to introduce a parameter which depends on the topological characteristics of the network and to seek a dependence of the propagation model on this parameter.
The solution described herein yields more accurate results than those obtained with a simple propagation model, but is free of the disadvantages connected with the management of territorial databases, inherent in the more sophisticated models mentioned above.
In a preferred embodiment, the solution described herein aims to estimate the field not only on the basis of the geometric parameters of the link (for instance, mobile radio), as simple models already do, but also taking into account the topological characteristics of the network, in particular around the point where the receiver is located. In the case of a cellular mobile radio network, said topological characteristics of the network can be identified starting from the geographic disposition of the Radio Base Stations: this information is in any case available when the field within a cellular network is to be estimated.
The solution described herein is based on the observation of the fact that the dependence between signal level and topological characteristics of the network reflects the dependence between characteristics of the territory, in terms of building, morphology, presence of crops rather than woods, and the topological characteristics of the network. For example, in an urban environment, where a high concentration of buildings is present, the electromagnetic field encounters many obstacles to propagation and attenuates far more than in a rural environment. To assure an acceptable coverage level, a mobile radio network is usually designed to be denser in an urban environment, where signals attenuate more, than in a rural environment, where the signal transmitted by a cell can be distinguished even at high distances. Moreover, in an urban environment, cells are denser because a higher number of channels must be provided.
The solution described herein therefore has levels of accuracy that are comparable to those of the most sophisticated methods currently in use, without sharing with them the problem of implementation complexity and computational load. In particular, the experimental data obtained so far by the Applicants show a marked increase in accuracy with respect to traditional methods based on simple propagation models. All this whilst retaining the simplicity, reduced cost and rapid implementation of these known solutions.
The invention shall now be described, purely by way of non limiting example, with reference to the accompanying drawings, in which:
The solution described herein is based on the idea of identifying a propagation model that depends on the topological characteristics of the mobile radio network in the point where the field is to be estimated.
The adoption of the acronym BTS (characteristic of GSM systems) must clearly not be construed to limit the scope of the invention: the communication system shown in
In such a context, it is known that the geographic position where the mobile terminal TM is currently located can be determined from measurements of the intensity of the electromagnetic field received by the terminal TM from the various base stations BTS1, BTS2, BTS3, etc.
A locating technique of this kind exploits the ability of the mobile terminal TM to measure the intensity of the electromagnetic field received from the radio base stations BTS1, BTS2, BTS3 closest thereto.
The values thus obtained are compared to estimated values obtained by means of propagation models which lead to evaluate the possible value of the field produced by the radio base stations in the points of the territory covered by the network.
The position of the mobile terminal TM can thus be identified as the position where the difference between measured field values and the values projected by the propagation models is the smallest.
The required computing functions are usually performed by a locating server LS connected to the network, so that it is also able to exchange information with the mobile terminal TM (in particular to receive, for instance by means of SMS, the field values measured by the terminal TM).
Naturally, at least part of the locating function can also be performed by the same mobile terminal TM, which for this purpose exploits the processing unit 10 normally present in a mobile telephone (with a respective memory 12 associated thereto).
The criteria for implementing such a locating technique are deemed to be known in the art and therefore they shall not be illustrated in detail herein, also because they are not relevant, in themselves, for the purpose of understanding the invention.
Hereafter, the attention shall be particularly focused on the criteria with which the processing unit (server LS and/or mobile terminal TM) serving the function of estimating/evaluating the field values in the various points of the territory covered by the mobile communication network illustrated herein performs said estimation function on the basis of a model identified selectively and/or made available according to one or more parameters.
For this purpose, the dependence of the model from one parameter Δ associated to the topological characteristics of the network can be hypothesised. Obviously, this is not the only possible choice; multiple parameters could be considered.
If a single parameter is to be considered, a possible choice of Δ can correspond to a parameter representing cell density: for example it can be the number of cells per unit of surface in a given area of the territory covered by a cellular network. All this to apply to the field computation formulas such a weighting factor as to give rise to an attenuation whose value grows as cell density grows.
Another possibility, examined in greater depth herein and referred to the diagram of
in practice, the cell closest to the point in question is identified and d net is taken to be the maximum value between its distance from the point and twice its d_bari; and
As stated above, other choices are possible for the parameter Δ: the solution described herein is the choice currently considered preferential; said choice combines simplicity of implementation with the accuracy of the results achievable.
The dependence of the model on Δ can be modelled in several ways.
According to one way, the range of possible values of Δ is divided into N ranges. The selection of which and how many thresholds to introduce can be optimised. Subsequently, to each range can be associated a particular propagation model.
Another way to model the dependence of the model on Δ is to cause the model to vary in parametric fashion as the value of Δ changes. This is possible by making one or more parameters which appear in the model to depend for example in continuous fashion on Δ.
An example can be the following.
Let the attenuation undergone by the signal be according to the following form:
where R is the distance between the antennas of the receiver and transmitter, λ is the carrier wavelength and n is the so-called path loss exponent.
Hence, it is possible to seek a function n=n (Δ), such that the path loss exponent (PLE) depends, for instance in continuous fashion, on Δ.
Experimental observations have shown that a plausible n=n (Δ) relationship is the one shown in
The law in question is a law of the type n=A−B. log Δ, where A and B are scaling constants which can be identified through a calibration action conducted “in the field”.
The path loss exponent (n, in the y-axis) is a measure of how quickly the signal attenuates as distance increases. The chart of
Considering the example whereby Δ=d_net and n=n(Δ) is expressed by a relationship is expressed by a relationship of the kind shown in
The Applicant has so far conducted tests relating to 32538 power measurements collected under multiple environmental situations, to constitute a good sample of the possible scenarios for the propagation of an electromagnetic signal.
In particular, statistical indices were obtained for the error with which the two compared models estimate received power.
It has been observed, through a direct comparison with the Okumura-Hata model, that the solution described herein has two essential advantages.
In the first place, its mean value is nil: the estimation of the field value is not polarised, whilst use of the Okumura-Hata model yields a mean value of almost 6 dB.
Additionally, error dispersion around the mean value is smaller. In particular, standard deviation, which is a measure of such dispersion, is 17% lower.
The improvements are still more evident if only the power measurements collected in extra-urban environment, numbering 9510, are considered. In this case, the mean value of the error for the solution described herein is still close to zero whilst improvement relative to Okumura-Hata is greater than 4 dB in terms of standard deviation.
In particular the step 100 indicates a step corresponding to the identification of a propagation model which depends on the topology of the network: it can be, for instance, the law which defines the attenuation Lp undergone by the signal as a function of the distance R between the antennas of the receiver and of the transmitter, of the carrier wavelength λ and of the path loss exponent n described above.
The step 102 corresponds to the identification of a criterion of dependence of the model on a parameter Δ which depends on network topology.
With reference to the above mentioned examples, Δ can be selected as a factor linked to cell density (step 104) or in the form of the parameter d_net mentioned several times above (step 106).
The blocks designated as 108 and 110 identify several procedures which may be adopted to express the variability of the model as a function of network topology.
For example, in the case of the step 108, the choice is to divide the range of variability of Δ into a plurality of intervals, each of which is associated to a respective model.
The step 110 instead identifies a solution, more extensively mentioned above, whereby a parameter of the propagation models continuously depends on Δ (see the diagram in
Naturally, without altering the principle of the invention, the construction details and the embodiments may be widely varied relative to what is described and illustrated herein, without thereby departing from the scope of the invention, as defined by the appended claims.
Filing Document | Filing Date | Country | Kind | 371c Date |
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PCT/IB03/06228 | 12/30/2003 | WO | 6/28/2006 |