Patent Publication Number: US-7586891-B1

Title: Communication network optimization tool

Description:
GOVERNMENT INTEREST 
     The invention described herein may be manufactured, used, imported, sold, and licensed by or for the Government of the United States of America without the payment of any royalty thereon or there for. 
    
    
     BACKGROUND OF THE INVENTION 
     1. Field of the Invention 
     The present invention generally relates to digital radio frequency (RF) links, and more particularly to a radio frequency link performance tool (RFLPT) process and system, which predicts the successful transmission of digital packets over an RF link with RF interference, such as jamming or Electronic Warfare (EW) effects, and without an intentional interference (non-jamming) environment. 
     2. Related Art 
     A method for optimizing an RF communications network for use in a battlefield environment is described in U.S. Pat. No. 6,232,909 issued to Masciulli, the complete disclosure of which is herein incorporated by reference (hereinafter referred to as “the &#39;909 patent”). The &#39;909 patent describes a process for determining the performance of radio frequency links in the United States Army&#39;s Enhanced Position Location Reporting System (EPLRS) with a high level of statistical confidence. The method described therein includes determining a statistical difference between a mean propagation loss for an EPLRS RF link based on measured RF propagation loss and Terrain-Integrated Rough-Earth Model (TIREM) calculated RF propagation loss, establishing a margin of error based on the statistical difference to arrive at a confidence level of the RF propagation loss, determining a computed signal to noise ratio (S/N) based on the confidence level, for the benign and jamming case, and determining a Probability of Communication (PCOM) value based on the computed S/N value. 
     EPLRS is an integrated communications system that provides near real-time data communications, such as global positioning communications including position/location, navigation, identification, and reporting information on the modern battlefield. The system, which may include 300-1500 terminals in a division with up to five Network Control Stations (NCS), utilizes spread spectrum technology and frequency hopping error detection and correction and is capable of supporting multiple communication channel operations. Understanding RF link performance is critical to the effective use of EPLRS. RF link performance is broadly characterized by the ratio of desired EPLRS received signal to noise within the communication channel (the S/N ratio). 
     Conventional systems and methods utilizing the EPLRS capacity model simulations use various parameters to characterize the desired signals, propagation characteristics, communication, and battlefield scenarios. While the signal models work quite well under a number of scenarios, the nature of the problem is such that the models are unable to account for many situations that can and do occur on the battlefield. As such, the method described in the &#39;909 patent uses statistical methods to account for the variability associated with certain parameters used to compute the EPLRS RF link performance. In the case of a communications system such as EPLRS, the RF noise background and RF propagation loss are two parameters that are difficult to model with great accuracy. Thus, statistical methods can provide a quantitative level of confidence, based on measured data and certain numerical assumptions. 
     According to the method taught in the &#39;909 patent, the key parameter used to measure a single EPLRS RF link performance is the PCOM which is a function of S/N. PCOM is the probability of a single EPLRS pulse being successfully received over a single link in one direction. The EPLRS system employs four modes of operation, which provide various levels of anti-jamming capability. These algorithms provide a PCOM for each EPLRS RF link based on the mode of operation and random Gaussian (white) noise in the RF noise environment. 
     The EPLRS PCOM analysis tool can provide a user with a quantitative level of confidence for predicting EPLRS RF link performance. Currently, the U.S. Army uses a model called the Terrain-integrated Rough-Earth Model (TIREM) to calculate a mean RF propagation loss value given a terrain profile along the RF link path. For general background, see DOD Electromagnetic Compatibility Analysis Center (ECAC) document ECAC-HDBK-93-076, entitled “TIREM/SEM Handbook” dated March, 1994, chapter 5 “Model Limitations,” page 5-5, the complete disclosure of which is herein incorporated by reference. According to the TIREM/SEM Handbook, TIREM&#39;s mean calculated RF propagation loss is −0.6 dB with a standard deviation of 10.5 dB. However, TIREM is static and does not adequately account for changes in RF signal and noise conditions, resulting in the miscalculation of RF link propagation losses. 
     While one could attempt to refine the model in order to account for various propagation conditions, the possible combinations are simply too numerous. Rather than attempting to improve the model, the process described in the &#39;909 patent performs a statistical analysis of all the model parameters required to calculate the EPLRS S/N ratio, then identifies the parameters that have the most inaccuracies, making those parameters the limiting factor during subsequent calculations. For example, the method in the &#39;909 patent accounts for the inaccuracy contained in the TIREM mean value, by using a process that provides a margin based on random variables and the normal distribution function. This margin provides a stressing factor to the mean calculation of S/N, which allows for a higher confidence that the model will represent the real world by a certain percentage of time. 
     Another example is the RF noise background used for the noise calculation, which is separate from the broadband jamming noise. Reference is made to ITT textbook entitled “Reference Data For Radio Engineers” fifth edition (October, 1968) page 27-2 FIG. 1 “Median Values of Average Noise Power from Various Sources,” the complete disclosure of which is herein incorporated by reference. These values are assumed values that can be used as stress factors when calculating the N in the S/N ratio. 
     Although the &#39;909 patent provides the U.S. Army&#39;s EPLRS as the RF link, there is a need to include all digital packet structures transmitted over RF links. Moreover, the conventional models use TIREM to calculate a mean RF propagation loss value given a terrain profile along the RF link path. However, the S/N value calculated from the TIREM&#39;s nominal propagation loss value does not account for the standard deviation associated with the TIREM calculated propagation loss and actual measured values of propagation loss. Therefore, there remains a need for improvements to the conventional techniques. 
     SUMMARY OF THE INVENTION 
     In accordance with an embodiment of the present invention, a method for converging on a route through a radio frequency (RF) communications network, that comprises multiple nodes, comprises (a) identifying all RF links between each node in the RF communications network; (b) determining a connectivity confidence interval for each RF link by: (aa) developing a calculated signal to noise ratio using a radio frequency communication link propagation loss model; (bb) determining a threshold signal to noise ratio based on a predetermined RF packet completion rate; (cc) determining a standard deviation value based on a signal strength and a noise level at a signal receiving node; (dd) calculating a Z number, associated with a normal distribution table which is based on the threshold signal to noise ratio minus the calculated signal to noise ratio with that result being divided by the standard deviation value; and (ee) assigning a CCI probability value based on said Z number. The method further comprises (c) setting a predetermined connectivity confidence interval minimum; (d) comparing each connectivity confidence interval for each RF link to the predetermined connectivity confidence interval minimum to determine which are greater than or equal to the predetermined connectivity confidence interval; (e) assembling each RF link corresponding to each connectivity confidence interval that is greater than or equal to the predetermined connectivity confidence interval together to identify various routes through the RF network; (f) calculating a resultant connectivity confidence interval for each route by multiplying together each connectivity confidence interval for each RF link of each particular route; and (g) comparing each resultant connectivity confidence interval to identify the route with the greatest resultant connectivity confidence interval. 
    
    
     
       BRIEF DESCRIPTION OF THE DRAWINGS 
       The following detailed description is made with reference to the accompanying drawings, in which: 
         FIG. 1  is a flow diagram illustrating a preferred method of the invention; 
         FIG. 2  is a flow diagram illustrating a preferred method of the invention; 
         FIG. 3  is a system diagram according to the invention; 
         FIG. 4  is a system diagram according to the invention; and 
         FIG. 5  is a diagram showing an example four node network analyzed for the shortest and most reliable path in accordance with an embodiment of the present invention. 
     
    
    
     DETAILED DESCRIPTION OF THE PREFERRED EMBODIMENT 
     As previously mentioned, there is a need for an improved RFLPT process, which includes all digital packet structures transmitted over RF links and which overcomes the limitations of the conventional processes and systems. Referring now to the drawings, and more particularly to  FIGS. 1 through 5 , there are shown preferred embodiments of the invention. 
     According to  FIG. 1 , a method for optimizing transmission of radio frequency communication link signals in a radio frequency communications network comprises determining  100  a statistical difference between a mean radio frequency communication link propagation loss value based on a set of measured radio frequency communication link propagation loss values, and a radio frequency communication link propagation loss model value. The next step involves calculating  110  a signal to noise ratio of a radio frequency communication link signal. Upon completion of this step, the process involves computing  120  a confidence interval based on a measured signal to noise threshold ratio of a measured radio frequency communication link signal, and a standard deviation associated with the calculated signal to noise ratio. Next, the invention involves assigning  130  a probability value based on the confidence interval. Finally, the process includes the step of generating  140  a radio frequency communication link packet completion rate performance level based on the probability value. The transmission of radio frequency communication link signals occurs in situations in which there is either jamming or no jamming of the frequency communications network. 
     The radio frequency communication link propagation loss model value is based on a Terrain-Integrated Rough-Earth Model (TIREM). Moreover, the radio frequency communication link performance level comprises a probability of successfully receiving transmissions of digital packets in the radio frequency communications network; wherein the probability of successfully receiving transmissions of digital packets in the radio frequency communications network comprises packet completion rate measurements. 
     As previously mentioned, the RFLPT process is currently used by the U.S. Army to support an EW or jamming vulnerability analysis before and after field tests. The &#39;909 patent describes the variability associated with the Terrain-Integrated Rough-Earth Model and how each calculation of the signal to noise ratio should have a confidence number associated with it. 
     In the process described in the &#39;909 patent one uses a confidence interval for the S/N calculation of 50%, 60%, 70%, 80%, or 90%. This results in a calculated S/N in which a margin of error has been subtracted from the calculated value to give a new S/N value, which is used to compute the PCOM. For example, column 5, line 61 to column 6, line 14 in the &#39;909 patent describes calculating the S/N using a 70% confidence interval. Thereafter, the PCOM versus S/N data is curve fitted into an equation. Moreover, the PCOM versus S/N data is based on the EPLRS contractor EW laboratory test results. However, the invention replaces this method with the procedures described below. 
     The invention uses specialized test procedures to determine a packet completion rate (PCR) value, which is the probability of a single EPLRS pulse being successfully received over a single link in one direction. The PCR value of the invention is determined by incorporating a specific number of experimental trials. The trial size for the PCR experiment uses the Wilkes equation to determine a sample size of 100, which is described in Duncan&#39;s textbook entitled, “Quality Control and Industrial Statistics,” page 142. This sample size provides approximately 91% assurance that 96% of the population will be represented by the experiment. When the experiment is conducted 100 EPLRS pulses are transmitted. Furthermore, the total number of successfully received pulses divided by 100 pulses sent generates the PCR value. Thus, the derived value is a percentage. One pulse represents one packet of digital information and that one packet represents one message from a host computer. These packets are sent in one direction and are not retransmitted when one is not received. The User Datagram Protocol (UDP) Internet Protocol (IP) host message can be used in the above described test. The UDP application layer data bits plus other related IP layer overhead bits, contained in this host message, fits into one RF packet burst. Referring to  FIG. 3 , the test procedures include determining a sufficient time interval between host transmission and host reception, of these fixed size UDP messages, which do not result in queuing and buffer overloads above the RF physical layer. These overloads will cause packets to drop which are not due to the RF S/N effects at the radio receiver and should not be counted towards the RF PCR value. Each RF packet has a structure which includes a preamble/header section followed by a pay load section. This fixed structure involves a fixed RF burst duration, a Forward Error Correction (FEC) process, interleaving, modulation type, RF burst information data rate, bandwidth, etc. The S value measured in the laboratory, closed loop test, may be accurate to +/−0.5 dB, where shielded RF cables are used with attenuators, instead of the field measured RF propagation loss and RF antenna patterns. The receiver&#39;s noise level may be determined through the following equation:
 
Internal noise= NF+kBT;  
 
where NF is the receiver&#39;s noise figure, k is Boltzman&#39;s constant, B is the receiver&#39;s 3 dB noise equivalent bandwidth and T is the receiver&#39;s noise temperature in degrees Kelvin.
 
     The PCR test procedures above were initially demonstrated on the EPLRS radio. These procedures were also successfully used to perform EW susceptibility tests on other communication devices, such as the Single Channel Ground Air Radio System (SINCGARS), Near Term Digital Radio (NTDR) and the High Capacity Light of Sight (HCLOS) Radio. Moreover, these test procedures also determine an RF link threshold for non-jamming cases as well. 
     The Jamming Scenario: 
     According to the invention, the Connectivity Confidence Interval (CCI) value replaces the &#39;909 patent choices for a confidence interval of 50%, 60%, 70%, 80% and 90%. Moreover, the CCI value for the jamming case is determined from the following equation:
 
 Z =((S/N) —   T −(S/N)_CAL)/SD_( S/J ))
 
The above Z value corresponds (is verified) with the Z number described in the probability table shown on page 945 of the Duncan textbook. The table in the Duncan text provides a Z number, which corresponds to a probability. This probability number represents the CCI, which is the probability that all measured values of S/N will be greater than or equal to the (S/N).sub.13 T threshold. As such, this measured threshold defines a point where the digital link has a good connectivity at or above the (S/N)_T value and a bad connectivity below this value, hence the term CCI.
 
     More specifically, (S/N)_T is the threshold, which comes from the PCR experiment wherein this value of S/N results in a PCR of 0.50 (50%). (S/N)_CAL is the S/N, which is calculated by the RFLPT software, and uses the TIREM to calculate the propagation loss value for the received EPLRS signal and the received jammer signal. Moreover, the inventive process can be implemented in any computer software code such as in Dbase V for DOS. Moreover, those skilled in the art will readily understand implementing the inventive process in a variety of computer software codes. It will also be apparent to one skilled in the art that, although S/N_CAL may be used for calculating the Z number, a measured S/N may also be used. When a measured S/N value is used, the standard deviation value, in the equations above, may be based on measured field data for different RF regions such as rural, suburban and urban RF environments. The references above apply to calculated S/N predictions for RF packet completion rate for rural RF environments. The measured value of S/N would replace the calculated value of S/N, in the equations, for network systems which measure a receiver&#39;s S/N value. Each RF node in this network may then calculate their respective CCI value and pass it to other members in the network for routing purposes. 
     The S value indicated above for the jamming situation is calculated by the following equation: S=Transmitter Power (in dBm before the antenna)+Transmitter Antenna Gain-Cable Losses (at the transmitter side)-Propagation Loss Value from the Transmitter to the Receiver+Receiver&#39;s Antenna Gain-Cable Losses (at the receiver side). 
     The J value is calculated by the following equation: J=Jammer&#39;s Power (in dBm before the antenna)+Jammer&#39;s antenna gain−Cable Losses (on the transmitter side)−Propagation Loss Value from the Jammer to the Receiver+Receiver&#39;s Antenna Gain−Cable Losses (on the receiver side)−Jammer bandwidth correction factor (based on the jammer&#39;s transmitted bandwidth and the receiver&#39;s bandwidth). 
     The N value indicated above for the jamming situation is calculated using the following equation:
 
 N= 10[log(10.sup.(Ne/10)+10.sup.( J/ 10))]
 
The receiver&#39;s approximate noise environment (Ne) can be determined from any number of readily available reference texts. See, e.g., the “ITT&#39;s Reference Data For Radio Engineers,” fifth edition, page 27-2, for rural, suburban, and urban noise environments. The J calculation in the receiver&#39;s band has the largest standard deviation (SD) because of the propagation loss. Therefore the SD of N is approximately equal to the SD of J. The Ne value can be changed based on the above-described environments to predict worst-case conditions.
 
     The standard deviation associated with the RF link for the received EPLRS signal is abbreviated as SD_S. Likewise, the standard deviation associated with the RF link for the received jammer signal is abbreviated as SD_J. The SD for the S/J is equal to the square root of (SD_S.sup.2+SD.sub.13 J.sup.2). This parameter is abbreviated as SD.sub.13 (S/J). The current SD values depend on the following type of RF links defined in TIREM as: 
     Line-Of-Sight with no reflection, the SD=3 dB 
     Line-Of-Sight with reflection, the SD=8.6 dB 
     Diffraction, the SD=11.4 dB 
     Troposcatter, the SD=8.8 dB 
     It will be understood that the standard deviations above apply to rural RF environments as opposed to suburban and urban RF environments. The foregoing replaces the conventional approach described in the &#39;909 patent where the SD=10.5. In an example of the current invention, an average value of 10.5 dB was used for all types of RF links calculated by TIREM. For both S and J, S/N SD is equal to the square root of (10.5.sup.2+10.5.sup.2)=14.8.
 
The Non-Jamming Scenario:
 
     The CCI parameters for the non-jamming are described below. This CCI value is determined from the probability associated with the following equation:
 
 Z =((S/N).sub.− T −(S/N).sub.−CAL)/SD.sub.− S ),
 
     where (S/N)_T is the threshold, which comes from the PCR experiment, wherein this value of S/N results in a PCR of 0.50 (50%). (S/N)_CAL is the S/N, which is calculated by the RFLPT software, which uses TIREM to calculate the propagation loss value for the received EPLRS signal. 
     The S (signal strength) value indicated above for the non-jamming situation is calculated by the following equation: S=Transmitter Power (in dBm before the antenna)+Transmitter Antenna Gain−Cable Losses (at the transmitter side)−Propagation Loss Value from the Transmitter to the Receiver+Receiver&#39;s Antenna Gain−Cable Losses (at the receiver side). 
     The N value indicated above for the non-jamming situation is equal to the Ne receiver&#39;s approximate noise environment, which can be determined from any number of readily available reference texts. See, e.g., the “ITT&#39;s Reference Data For Radio Engineers,” fifth edition, page 27-2, for rural, suburban, and urban noise environments. SD_S is the standard deviation associated with the RF link for the received EPLRS signal only, since there is no jammer present. 
     In other words, using TIREM as an example, the process of determining the Connectivity Confidence Interval (CCI) is described as follows and further illustrated in the flow diagram of  FIG. 2 . The process begins by establishing  200  the standard deviation (SD) for all type of TIREM RF links. Next, the SD for S (desired signal received) is determined  210 . This step is required for both the jamming and non-jamming case. Thereafter, the SD for J (jammer signal received) is determined  215 , which is required for the jamming case only. The next step involves determining  220  the estimated N value with and without jamming. Upon completion of this step, the S/N is calculated  230  using the TIREM propagation loss calculation. 
     After this, the overall SD value for the S/N calculation is determined  240  based on the SD, SD for S, and SD for J calculations given above. Next, the S/N threshold value is determined  250  experimentally, using techniques described in determining the PCR value described above. Again, this experimental test is required for different types of jammers. As mentioned, the PCR for the S/N threshold value may be approximately equal to 50%. 
     Thus, the CCI probability values are determined from the process described above. Again, the CCI probability value is used to predict the probability of a single RF packet being successfully received over a single link between nodes in a multi-node network. Moreover, TIREM can be used to determine all possible permutations of RF links which includes transmission in opposing directions along a particular link and, which support a given network, and assign a CCI value for each of these links. Reference Duncan textbook entitled “Quality Control and Industrial Statistics”, page 34, for a definition of permutation. Once all possible permutations of RF links are identified including the specific CCI values, this information can be used to find the shortest and the most reliable route through a network. It will be appreciated that optimization of a network for the shortest most reliable route through the network may be based on individual RF links CCI values over the end users current or proposed configuration and the number of nodes traversed over the route through the network. It has been found that an appropriate PCR for determining a S/N threshold value may be approximately equal to or greater than 50%. 
     An example network is provided to show how a shortest and most reliable RF route may be found in accordance with an embodiment of the present invention. Referring now to  FIG. 5 , a four node network, shown generally at  400 , has twelve permutations of communicable RF links, that is, RF transceivers in communication over links between various nodes. Each link is represented by a solid line (CCI very high and communication probable) or a broken line (CCI very low and communication not probable) in  FIG. 5 . It will be understood that the below listed CCI values were previously determined for use in this example. 
                                     Transmitter   Receiver   CCI value                  Node 1   Node 2   1.00       Node 1   Node 3   1.00       Node 1   Node 4   1.00       Node 2   Node 1   1.00       Node 2   Node 3   1.00       Node 2   Node 4   0.00       Node 3   Node 1   1.00       Node 3   Node 2   1.00       Node 3   Node 4   0.00       Node 4   Node 1   1.00       Node 4   Node 2   0.00       Node 4   Node 3   0.00                    
Now, for example, should an RF transmission be required between Node  2  and Node  4 , two possible RF routes from Node  2  to Node  4 , each with multiple links are identified below.
 
     Route 1 
     Link  1 -Node  2 →Node  1 , CCI=1.00 
     Link  2 -Node  1 →Node  4 , CCI=1.00 
     It will be appreciated that to find a resultant CCI for Route 1 the product of each CCI for each link (Link  1 , CCI*Link  2 , CCI) is calculated. Here, Resultant CCI (Route 1)=1.00 *1.00=1.00. 
     Route 2 
     Link  1 -Node  2 →Node  3 , CCI=1.00 
     Link  2 -Node  3 →Node  1 , CCI=1.00 
     Link  3 -Node  1 →Node  4 , CCI=1.00 
     The Resultant CCI (Route 2)=Link  1 , CCI*Link  2 , CCI*Link  3 , CCI or Resultant CCI (Route 2)=1.00 *1.00 *1.00=1.00. 
     Route 1 and route 2 have the same resultant CCI of 1.00 but route 1 has less RF links, therefore route 1 is the shortest most reliable route from Node  2  to Node  4 , i.e., this route results in the highest RF packet completion rate with the least amount of time required during each transmission. 
     It will be apparent that while in this particular example each of the CCIs for each link were 0.00 or 1.00, however, in practice CCIs may result that are somewhere between 0.00 and 1.00 and a minimum RF link CCI may be chosen such as 0.95. Where such a minimum CCI is chosen, resultant CCIs may vary significantly for each route through the network to be analyzed. In such a case, a rank order of resultant CCIs for each route may be established to determine a rank order of reliability for each of the routes through the network. Also, a rank order of numbers of links required to be traversed in each route may be established for each route and then a comparison of each of the rank orders for the routes may be made to determine which route is the most reliable and which is the shortest through the network. It will be further apparent that a criteria for combining these rank order may also be established. For example, where there is an insignificant difference in the reliability (e.g., less than approximately 0.02), then the shortest route through the network that has a resultant CCI that is within 0.02 of the most reliable route may be chosen. 
     If the network uses software processes to automatically improve the RF connectivity, the CCI process can also provide an important metric for determining RF link packet transmission reliability. The CCI process is based on the S/N threshold measurement which is a function of various transmitter and receiver parameters such as bandwidth, noise figure, interleaving process, frequency, channel information bit rate per RF burst, transmitter power, forward error correction code, pseudo random code spreading, modulation, RF burst duration, etc. The threshold S/N measurement is first made without repeating the RF burst to establish the baseline. If the RF burst is repeated, the threshold S/N will also change. 
     Also, if the TIREM propagation loss model is not used, then another propagation loss model known in the art may be used, whereby the SD values and calculations associated with the alternate propagation loss model and average measure propagation loss values can be used. 
     Additionally, the SD values referred to above can be adjusted for specific areas, based on propagation loss values measured in this RF environment, for the various types of links. According to the invention, the CCI approach for predicting PCR greatly improves simulations of large communication network models because the RF packet is the fundamental component behind host messages traffic and RF protocols. 
     Furthermore, invention provides a system for optimizing transmission of radio frequency communication link signals in a radio frequency communications network comprising means for determining a statistical difference between a mean radio frequency communication link propagation loss value based on a set of measured radio frequency communication link propagation loss values, and a radio frequency communication link propagation loss model value; means for calculating a signal to noise ratio of a radio frequency communication link signal; means for computing a confidence interval based on a measured signal to noise threshold ratio of a measured radio frequency communication link signal, and a standard deviation associated with the calculated signal to noise ratio; means for assigning a probability value based on the confidence interval; and means for generating a radio frequency communication link packet completion rate performance level based on the probability value. Also, an embodiment of the present invention may include An apparatus for converging on a route through a radio frequency (RF) communications network comprising multiple nodes, wherein the apparatus comprises means for identifying all RF links between each node in the RF communications network; means for determining a connectivity confidence interval for each RF link by: means for developing a calculated signal to noise ratio using a radio frequency communication link propagation loss model; means for determining a threshold signal to noise ratio based on a predetermined RF packet completion rate; means for determining a standard deviation value based on a signal strength and a noise level at a signal receiving node; means for calculating a Z number, associated with a normal distribution table which is based on the threshold signal to noise ratio minus the calculated signal to noise ratio with that result being divided by the standard deviation value; and means for assigning a CCI probability value based on said Z number. The apparatus may also comprise means for setting a predetermined connectivity confidence interval minimum; means for comparing each connectivity confidence interval for each RF link to the predetermined connectivity confidence interval minimum to determine which are greater than or equal to the predetermined connectivity confidence interval; means for assembling each RF link corresponding to each connectivity confidence interval that is greater than or equal to the predetermined connectivity confidence interval together to identify various routes through the RF network; means for calculating a resultant connectivity confidence interval for each route by multiplying together each connectivity confidence interval for each RF link of each particular route; and means for comparing each resultant connectivity confidence interval to identify the route with the greatest resultant connectivity confidence interval. The apparatus may further comprise means for comparing each resultant connectivity confidence interval to generate a first rank order of routes having the greatest resultant connectivity confidence interval to the least resultant connectivity confidence interval; means for totaling the number of nodes in each route to generate a second rank order of routes having the least number of nodes to the route with the greatest number of nodes; and means for comparing the first rank order to the second rank order to determine which route has both the greatest connectivity confidence interval and the least number of nodes to converge on a shortest most reliable route. 
     The transmission of radio frequency communication link signals may occur in situations in which there is either jamming or no jamming of the frequency communications network. Moreover, the radio frequency communication link signals may be transmitted from a transmitter to a receiver in the radio frequency communications network. 
     The system may incorporate computers, calculators, generators, transmitters, receivers, radios, comparators, and other data generation, consolidation, and calculation devices arranged to perform the functions described above. Furthermore, those skilled in the art will readily understand implementing such an arrangement to perform the functions described above. For example, a system as illustrated in FIG.  3  may be used, wherein a traffic transmitter  310  is used to send a host message from a transmission host computer  300  to a receiving host computer  370 , wherein the host message is contained in one RF packet. The transmission host computer  300  is connected to a transmission router  320 , which is then connected to a transmission radio  330  on the transmission side of the network. The receiving radio  340 , which receives the host message from the transmission radio  330 , is connected to a receiving router  350 , which is then connected to a traffic receiver  360  in a receiving host computer  370 . 
     According to the experiment conducted in implementing the invention, 100 messages were sent from the transmission host computer  300  and then counted on the receiving host computer  370 . The threshold S/N for this sample problem was for a PCR of 50%. Again, the minimum required messages for the PCR experiment are determined by the trial size referenced in the Duncan textbook. 
     A representative hardware environment for practicing any embodiment of the present invention is depicted in  FIG. 4 , which illustrates a typical hardware configuration of an information handling/computer system in accordance with the present invention, having at least one processor or central processing unit (CPU)  10 . The CPUs  10  are interconnected via system bus  12  to random access memory (RAM)  14 , read-only memory (ROM)  16 , an input/output (I/O) adapter  18  for connecting peripheral devices, such as disk units  11  and tape drives  13 , to bus  12 , user interface adapter  19  for connecting keyboard  15 , mouse  17 , speaker  103 , microphone  104 , and/or other user interface devices such as a touch screen device (not shown) to bus  12 , communication adapter  105  for connecting the information handling system to a data processing network, and display adapter  101  for connecting bus  12  to display device  102 . A program storage device readable by the disk or tape units is used to load the instructions, which operate the invention, which is loaded onto the computer system. 
     The RFLPT process of the invention has several potential uses including providing the Commander, Army Field Tester, or commercial radio designer a predicted outcome of RF Packet Completion Rates (PCR) prior to deploying an RF network. The PCR rate is defined as the ratio of successfully received packets divided by the total packets sent from a source host computer over a single RF link to a destination host computer. The deployment used by a network is provided by the Commander or Tester and does not restrict the network to a specific deployment but provides useful information on the link PCR outcome, based on a preferred deployment with and without jamming of the communications network. Additionally, the process provided by the invention can be used with any RF propagation loss model, which has a predetermined standard deviation value for the calculated model propagation loss value and the measured propagation loss value. 
     The invention&#39;s RFLPT process can also be used to design a jamming field test based on the direction of the jammer&#39;s antenna and its power levels as determined by the RFLPT. Moreover, the S/N threshold value, which is determined by the inventive procedures, can be used to improve radio designs. Additionally, Connectivity Confidence Interval (CCI) values, determined for each possible RF link used by a network, can be used to simulate PCRS, which are used in conventional U.S. Army RF communication models. In fact, the RFLPT process of the invention provides the trial size and the probability value required to simulate PCRs. As mentioned, the conventional models use the Terrain-Integrated Rough-Earth Model to calculate a mean RF propagation loss value given a terrain profile along the RF link path. However, the S/N value calculated from the TIREM&#39;s nominal propagation loss value does not account for the standard deviation associated with the TIREM calculated propagation loss and actual measured values of propagation loss. Conversely, the Connectivity Confidence Interval of the invention does account for the standard deviation of each link. 
     Furthermore, there are several problems, which the RFLPT process of the invention solves. For example, the inventive RFLPT process may be used to support EPLRS field jamming tests and provide an accurate prediction of PCRs prior to the test. In fact, this was confirmed after conducting a test using the invention with actual data. Moreover, the laboratory-measured PCR test provides a new method of testing, which does not require separate Bit Error Rate measurements (BER), which are used in conventional approaches. The BER measurements are more difficult to determine with packet structure radios. Rather the BER of the invention is a function of the PCR. The PCR value provides the end user a parameter, which directly correlates with the host computer&#39;s Message Completion Rate. The PCRs are defined as a statistical probability, but because this probability is limited to two decimals it also becomes a percentage value. 
     Also, the CCI value determined from the inventive RFLPT process provides an accurate prediction of PCRs over current U.S. Army RF communication methods, which may predict an incorrect outcome, and the inventive RFLPT process provides a method for quantifying the effects of jamming and non-jamming environments on digital packets or message traffic. Moreover, the invention assists in identifying potential design faults and errors in the technical documentation for U.S. Army radios. These findings may also help to improve future designs of U.S. Army radios and other communication devices. 
     The PCR test procedures above were initially demonstrated on the EPLRS radio. These procedures have also been used to perform EW susceptibility tests on other communication systems such as the Single Channel Ground Air Radio System (SINCGARS), Near Term Digital Radio (NTDR) and the High Capacity Light of Sight (HCLOS) Radio. 
     There are several advantages of the RFLPT process provided by the invention. For example, the inventive PCR test procedures allow testing of EW susceptibility test procedures. Moreover, the invention reduces the cost of paying contractors to use their test facilities to test new jamming waveforms, which also affects their productivity during production because of new procedures required to test new waveforms. Another advantage of the invention is that it reduces costs in paying contractors to develop test plans and traffic generators for the test, as existing traffic generators and existing commands may be used instead on the host computer. Furthermore, the trial size used in the PCR as provided by the invention, for determining the threshold S/N value, reduces testing time and provides a realistic percentage number based on the tolerances of laboratory test equipment. Also, test time is reduced because the trial experiment is based on successfully received packets and not the time to receive packets. In fact, over-testing is costly and does not improve the accuracy of the PCR value. Moreover, by not having to conduct a BER test and reducing the total messages (100 minimum) used in the PCR experiment, the invention reduces time and costs associated with laboratory tests and experiments. 
     Other advantages of the invention are that it identifies potential design faults and errors in the technical documentation provided to the U.S. Army. These findings also help to improve future designs of U.S. Army radios and other communication devices. Generally, the inventive RFLPT methodology provides a process, which currently does not exist and is used to design field-jamming tests, which are costly, and time consuming, especially if the desired outcome is not achieved and retesting is involved. 
     While the present invention has been described in connection with what are presently considered to be the most practical and preferred embodiments, it is to be understood that the present invention is not limited to these herein disclosed embodiments. Rather, the present invention is intended to cover all of the various modifications and equivalent arrangements included within the spirit and scope of the appended claims.