BATTERY CAPACITY MEASUREMENT

Abstract: A method of obtaining information relating to the charge capacity of one or more cells utilising information from the initial discharge period of the cell or cells. The method involves measuring a variable cell parameter for at least a part of an initial period of discharge during which the cell voltage initially decreases to a through voltage and then increases to a plateau voltage (the Coup De Fouet period), and relating the variable cell parameter to reference information to obtain the absolute or relative charge capacity of the cell or cells. An estimation model for predicting the absolute or relative capacity of a battery includes input for a variable battery parameter and one or more battery operating conditions and/or battery condition, reference information, compensation means determining a correction factor for the variable battery parameter, and calculation means relating corrected variable battery parameter to absolute or relative battery capacity.

Description: BATTERY CAPACITY MEASUREMENT Field of the Invention The invention relates to a method of obtaining information relating to the charge capacity of a battery. It relates in particular, although not exclusively, to a method of obtaining information relating to the charge capacity of a battery which is in a fully charged condition, without the need to fully discharge the battery. Background to the Invention Existing battery capacity measurement approaches suffer one or more of the following disadvantages: 1 . Being off line approaches, so that continuity of monitoring is interrupted. 2. Requiring full discharge that leaves other equipment vulnerable and exposed to shutdown. 3. Requiring sophisticated and expensive testing equipment. 4. Requiring manual operation for performing the measurement. 5. Requiring special AC/DC converter rectification noise level similar to that available with UPS's. 6. Inaccuracy. In consequence the existing battery capacity measurement techniques are either not acceptable to the telecommunications community because they leave a system vulnerable to failure, demand high cost, impose long delays between testing, require manual measurement procedure, or are not allowed due to telecommunications standards (as is the case with rectification noise levels). A full discharge test into a stable load is recommended by industry and professional institutions as the only reliable approach for battery capacity measurement and is often referred to as the "capacity test" . This approach, however, suffers from substantial disadvantages including the requirement of bulky external loads, the need for backup power supplies, and the labour required to set up and supervise the procedure. Lately impedance/conductance techniques have become popular for obtaining estimates of battery capacity. These techniques require the use of specialised equipment. In addition there is some uncertainty surrounding their effectiveness with most of the researchers dealing with these techniques being reluctant to promote them as a replacement to the "capacity test" . Due to the dependence of battery capacity on the operating parameters of temperature and discharge rate the accuracy of other existing techniques is not acceptable. Accumulation type techniques depend on an estimation of charging efficiency and require correction factors for different discharge temperatures and rates. In addition they are not tolerant to disruptions to their short term data history. Curve fitting and parametric models are two other common approaches which also suffer from the requirement of correction factors for different discharge temperature and rates. Curve fitting models try to match the discharge voltage versus time curve to either an exponential parabolic or hyperbolic curve. Some models employ more complex hybrid approaches. The major disadvantage with these models is that for each combination of discharge conditions and battery type a parameter set is required. These parameter sets are obtained through an exhaustive series of discharge tests. Parametric models are based on internal battery parameters such as internal resistance. Models such as this estimate SOC (state of charge) or reserve time by redrawing the manufacturers discharge voltage time curves based on the change in internal resistance. Battery resistance, however, is not always supplied by the manufacturer and therefore must be measured. The present invention seeks to provide a method by which at least some of the aforedescribed disadvantages are mitigated or overcome. It seeks to provide a method which at the least provides information concerning the capacity of one battery relative to that of another battery, and/or the capacity as influenced by the operating conditions and optionally additionally or alternatively information concerning the absolute or intrinsic charge capacity of a battery. Summary of the Invention In its broadest aspect the invention provides a method of obtaining information relating to the charge capacity of one or more cells including: measuring a variable cell parameter, or change in a variable cell parameter, for at least a part of an initial period of discharge during which the cell voltage initially decreases to a trough voltage and then increases to a plateau voltage; and relating the variable cell parameter, or change in the variable cell parameter, to reference information to obtain the absolute or relative charge capacity of the cell or cells. In a more particular aspect the invention provides a method of estimating the capacity of a battery including: acquiring reference information relating a variable battery parameter, or change in a variable battery parameter, to one or more operating conditions and/or battery condition; measuring the variable battery parameter, or change in the variable battery parameter, during at least part of an initial discharge period of the battery, during which the voltage initially decreases to a trough voltage and then increases to a plateau voltage; and relating the variable battery parameter, or change in variable battery parameter, to reference information to obtain an absolute or relative capacity of the battery. Both electrodes contributes to the cell(s) voltage decrease to a trough voltage and then increase to a plateau voltage. The variable cell parameter may be measure with respect to a single electrode. The invention envisages that preferably, but not exclusively, measurements are made of cell or electrode voltage, or change of voltage with time, for at least a part of the period of time during which the battery voltage initially decreases to a trough voltage and then increases to a plateau voltage. Typically, the initial period during which the battery output voltage initially decreases to a trough voltage and then increases to a plateau voltage is the Coup De Fouet period. Preferably, the reference information is the relationship between one or more battery operating conditions and/or battery condition and the trough voltage or plateau voltage of the Coup De Fouet period. The operating conditions may be one or more of time on charge and/or depth of previous charge and/or float voltage and/or ambient temperature and/or discharge rate. Preferably the reference information is acquired when the battery is in the early stages of its operational life. Preferably before discharge the battery is in a substantially fully charged condition. Measurement of the variable battery parameter may occur when the battery is subjected an initial period of discharge (a discharge test) or when the battery begins to discharge when required to supply a load. Thus, when a battery begins to discharge into a load the discharge time remaining may be calculated. Alternatively, to determine remaining operational life of the battery it may be subjected to a discharge test. The method may include use of discrimination means which compares a change of a measured or monitored variable parameter with a change which is compatible with that which occurs in the Coup De Fouet period of initial discharge and responds to whether or not that compatibility is present. Thus, typically the method of the invention comprises a search for the occurrence of the trough or plateau voltage, and measurement of that trough and/or plateau voltage from which capacity is determined using a parameterised relationship. The invention is intended particularly for measurement of the capacity, or relative capacity, of a battery of a kind in which electrical discharge results in a chemical reaction that produces reaction discharge products. Such batteries typically exhibit the Coup De Fouet characteristic during initial discharge from a fully charged condition, with the voltage initially reducing to a trough voltage and then increasing to a plateau voltage from which it then decreases progressively as the battery is discharged. In particular this invention may be utilised in respect of electrochemical batteries where at least one of the electroactive components is in the liquid phase and therefore under diffusion control, such as a lead/acid battery where the sulphuric acid takes part in the discharge and recharge reactions. The invention may be applied to lead/acid type batteries and other batteries which are re-chargeable. However, use of the invention to measure the charge of batteries of a non- rechargeable type is not excluded. The period of discharge necessary to establish information related to battery charge capacity by the method of the present invention is substantially less than the time taken for full discharge, and the loss of charge for the purpose of charge determination also is substantially less. A short discharge test of not more than 1 0% of nominal capacity in discharge depth is found to be sufficient to reveal information related to the absolute or relative charge capacity of the battery. A discharge of not more than 5 % and more preferably not more than 1 % of nominal capacity may be employed. The invention envisages that preferably, but not exclusively, the function of one or more of the above steps is performed by a computer. The invention further provides for an estimation model for predicting the absolute or relative capacity of a battery, including: input for a variable battery parameter, and one or more battery operating conditions and/or battery condition; reference information relating variable battery parameter to one or more battery operating conditions and/or battery condition; compensation means determining correction factor for variable battery parameter depending on value any one of battery operating conditions and/or battery condition; and calculation means relating corrected variable battery parameter to reference information to obtain the absolute or relative charge capacity of the battery. The method may include use of training or learning means adapted to determine reference information relating a variable battery parameter to one or more battery operating conditions and/or battery condition; or to determine rules relating variable battery parameter, or change in variable battery parameter, to one or more battery operating conditions and/or battery condition. Preferably, training or learning means may be any one of an Adaptive Neural Fuzzy Interface System or an Adaptive Network, or other Neuro-Fuzzy or Soft Computing system. The estimation model may be in the form of computer readable code. There is also provided an apparatus adapted to provide information relating to the charge capacity of a battery, including: measurement means adapted to measure a variable battery parameter, or change in variable battery parameter; and processing means adapted to relate the variable battery parameter, or change in variable battery parameter, to reference information to obtain the absolute or relative charge capacity of the battery. Preferably, but not exclusively, the apparatus may measure voltage, or change of voltage, for at least part of an initial period of discharge of a battery during which the battery voltage initially decreases to a trough voltage and then increases to a plateau voltage; and may also measure one or more battery operating conditions. Preferably, the apparatus includes a microprocessor adapted to manipulate a variable battery parameter, or change in variable battery parameter, and one or more battery operating conditions and/or battery condition and output an estimation of the absolute or relative charge capacity of the battery. The microprocessor may be adapted to output the discharge time remaining expressed in hours and fractions of an hour, and/or be adapted to output the remaining operational life of the battery. The output means may be graphical, numerical or otherwise. Preferably, but not exclusively, the apparatus may further include a discharge means, the discharge means adapted to at least partially discharge a battery and measure the variable battery parameter, or change in variable battery parameter, for at least part of the partial discharge. The apparatus may also include training or learning means adapted to determine rules relating a variable battery parameter, or change in a variable battery parameter, to one or more battery operating conditions and/or battery condition. Further aspects of the invention will become apparent from the following description which is given by way of example only. Brief Description of the Drawings The invention will now be described by way of example and with reference to the attached drawings in which: FIGURES 1 a - 1d: illustrates the Coup De Fouet region during cell discharge; FIGURES 2a - 2d: illustrates the shape of the Coup De Fouet for previous discharges to various depths; FIGURES 3a - 3d: illustrates the dependence of the Coup De Fouet on the time on charge; FIGURES 4a - 4b: illustrates the influence of float voltage on Coup De Fouet; FIGURES 5a - 5b: illustrates the shape of the Coup De Fouet for various discharge rates; FIGURES 6a - 6b: illustrates the shape of the Coup De Fouet for various ambient temperatures; FIGURES 7a - 7b: illustrates the relation between Coup De Fouet and capacity for different discharge rates; FIGURES 8a - 8b: illustrates the relation between Coup De Fouet and capacity for different ambient temperatures; FIGURES 9a - 9d: illustrates the influence of accelerated thermal ageing on Coup De Fouet; FIGURES 10a-10d: illustrates the influence of accelerated thermally and water replenishment on Coup De Fouet; FIGURE 1 1 : illustrates a fuzzy logic correction model employed for capacity estimation; FIGURE 12: illustrates a Coup De Fouet capacity estimation model; FIGURES 13a-13b: illustrates the results of the capacity estimation model; TABLE 1 : Shows data for the original and post ageing capacity of cells; and TABLE 2: Shows data for the original and post ageing weight of cells. Description of the Preferred Examples Examples of tests undertaken in accordance with and to verify the present invention will now be described. The Coup De Fouet is an electrochemical phenomenon. The invention is intended particularly for measurement of the capacity, or relative capacity, of a battery of a kind in which electrical discharge results in a chemical reaction that produces reaction discharge products. Such batteries typically exhibit the Coup De Fouet characteristic during initial discharge from a fully charged condition, with the voltage initially reducing to a trough voltage and then increasing to a plateau voltage from which it then decreases progressively as the battery is discharged. In particular this invention may be utilised in respect of electrochemical batteries where at least one of the electroactive components is in the liquid phase and therefore under diffusion control, such as a lead/acid battery where the sulphuric acid takes part in the discharge and recharge reactions. The invention may be applied to lead/acid type batteries and other batteries which are re-chargeable. The voltage vs. time (hours:minutes:seconds:tenths of second) characteristic for the Coup De Fouet period of discharge of typical commercially available battery, the single cell Oldham type 2HI 275, is shown in Figure 1 a. During initial discharge from a fully charged condition the voltage drops quickly to a trough voltage and then increases to a peak, plateau voltage within about 4 to 5 minutes from initial discharge. The voltage then gradually reduces as the cell discharges. Tests conducted using a mercurous-sulphate reference electrode have determined that both electrodes contribute to the Coup De Fouet. There is a significant contribution made by the negative electrode. Three situations are illustrated in figure 1 b to 1 d. In all cases the negative electrode appears as dominant as the positive electrode. Thus, the Coup De Fouet may be measured at one battery electrode with respect to a reference point. The invention identifies that the level of the trough and plateau voltages during the Coup De Fouet period are influenced by the operating conditions and condition of the battery. Typical operating conditions which effect the Coup De Fouet are depth of previous discharge, time on float charge, float voltage, ambient temperature and discharge rate. The effect that each of these conditions has on Coup De Fouet is discussed in turn. The depth of the previous discharge has an influence on the shape of the Coup De Fouet. Figures 2a to 2d illustrate consecutive discharges of an Oldham 2HI275 cell to various depths. The discharge rate was 100A and the ambient temperature was 20°C. After each discharge 1 10% of the charge released during the discharge was supplied to the cell and then it was charged for a further 24 hours. Under these operating conditions the cell is rated to release 1 77Ah of charge when discharged to a depth of 1 .85V. Figure 2a illustrates discharges to a depth of 1 % ( ~ 1 .8Ah) . Here the first discharge is normal with the voltage decreasing to the trough before recovering. The next discharge also decreased to the trough, however, the shape of the voltage profile has altered, being much flatter prior to the trough. The following discharges clearly show the establishment of what appears to be a second dip. This is evident in Figure 2b where the discharge is allowed to continue past the 1 % depth. A similar affect is observed for discharges up to a depth of approximately 1 2%. For discharge to a depth of greater than 1 2%, as illustrated in Figure 2c and 2d where the discharge depth is 1 2.5% and 1 00% respectively, the Coup De Fouet of consecutive discharges are very consistent. Figures 3a to 3d illustrate the dependence of the Coup De Fouet on the time on charge. Figure 3a illustrates the Coup De Fouet region of consecutive discharges to a depth of 1 2.5% of an Oldham 2HI275 cell at a rate of 100A and ambient temperature of 20°C. Figure 3b illustrates the trough region in greater detail. It is apparent that the longer the cell is charged, the deeper the trough voltage is. This is clear from Figures 3c and 3d where the trough and plateau voltages are plotted against charge time respectively. Due to the series connection of multiple cells it is not easy to maintain a uniform float voltage on each cell without the use of additional hardware known as equalisers. Equalisers are not common thus it is necessary to determine the influence of variations in float voltage. Figure 4a illustrates consecutive discharges of an Oldham cell to a depth of 1 2.5 % at a rate of 100A and ambient temperature of 20°C. Between each discharge the cell was recharge for a fixed period of 30 hours utilising float voltages of 2.22, 2.27 and 2.32V. The nominal float voltage for the operating conditions is 2.27V. Figure 4b illustrates the relation between the float voltage and the trough and plateau voltages. It is apparent that the lower the float voltage the lower the trough and plateau voltages. Tests were conducted to establish the relationship between capacity and Coup De Fouet for different combinations of discharge rate and ambient temperature. The battery when configured as a 1 2 volt string and discharged at 100 amps over a period of about 2 hours. The discharge profiles of those cells during the initial Coup De Fouet period are summarised below. Results of substantially full discharges obtained for six different discharge currents are shown in Figure 5a. The results for the Coup De Fouet period are shown in more detail by Figure 5b. Figure 6a shows seven discharge voltages vs. time profiles for the cells when being discharged at different ambient temperatures. The results for the Coup De Fouet period are shown in more detail by Figure 6b. The key results from these tests are shown in Figure 7a and 7b and Figure 8a and 8b. Figures 7a and 7b illustrate the relation between capacity due to the use of various discharge rates and the trough and plateau voltage parameters respectively. Figures 8a and 8b illustrate the relation between capacity due to the use of various ambient temperatures and the trough and plateau voltage parameters respectively. For both operating conditions and for both parameters (the trough and plateau voltage) the relations are close to linear. This examination of the voltage of the battery during the Coup De Fouet period may be used to conveniently provide information related to the battery capacity. Determining the capacity due to operating conditions is helpful if prompt time remaining information is required at the start of a discharge. The ultimate aim, however, is to determine the capacity due to the condition of the battery alone and not the operating conditions. In order to facilitate this goal the effects of battery condition on the Coup De Fouet must be determined. Investigations were undertaken to determine the influence of battery condition on the Coup De Fouet due to two modes of battery degradation. The first mode is accelerated thermal ageing. The 5 second mode is the result of replenishing the water lost from the cells which had undergone the accelerated thermal ageing. Accelerated ageing is commonly used to rate a battery's operational life. The experiment was conducted by charging four pairs of Oldham 2HI275 cells at the ι o nominal 20°C float voltage of 2.27V, and ambient temperature of 71 °C, for from 2 to 5 periods. Each period consisted of 1 3 days. A further pair of cells were charged under standard conditions (2.27V, 20°C ambient temperature). As a result, after discharging at a rate of 100A to an end voltage of 1 .85V, the cells exhibited capacities of between 1 0% and 1 23% of manufacturers rated capacity ( 1 77Ah) . 15 The original and post ageing capacities are given in Table 1 . The original capacity is given as a percentage related to the ten hour discharge to an end voltage of 1 .75V. The important point to note is the consistency of the cells original capacity and the variation in the cells capacity after ageing . 20 The cells were weighed prior to undergoing the accelerated ageing. After the accelerated ageing they were re-weighed with the resulting difference in weight giving an indication in the amount of water lost during the process. The pre and post ageing weights along with the weight differences are given in Table 2. 25 Figures 9a to 9d illustrate the effect of accelerated thermal ageing on the Coup De Fouet. Figure 9a illustrates the entire discharge voltage profiles of each pair of cells and Figure 9b illustrates a close up of the Coup De Fouet region of the discharges. Clearly the cells which have the lowest capacity have a lower Coup De Fouet (trough 30 and plateau voltages) . The relation between the capacity due to the degradation in battery condition with the trough and plateau voltages is illustrated in Figures 9c and 9d respectively. It can be seen here that in both cases the relation is close to linear. Using the information of Table 2 it was possible to replenish the water lost through the thermal ageing process. The cells were then re-charged and discharged. As a result of the addition of water much of the cells capacity was recovered, to be between 97 and 1 20% of rated capacity. The post water replenished capacities are given in Table 1 . Figures 1 0a to 10d illustrate the influence of water replenishment on Coup De Fouet. The improvement in capacity is clear from inspection of the discharge voltage profiles given in Figure 10a. Figure 10b illustrates a close up of the Coup De Fouet region reflecting a much greater consistency between the cells. The relation between the capacity and the trough and plateau voltages is illustrated in Figures 10c and 10d respectively. It can be seen here that in both cases the relation is still close to linear, although not as consistent as the relations illustrated in Figures 9c and 9d. Details presented above show a relation between operating conditions battery condition and the Coup De Fouet. Not all of the operating conditions have a corresponding affect on capacity (at least in the short term). If, however, the Coup De Fouet is to be employed in a capacity estimation scheme then the effect of all operating conditions on the Coup De Fouet must be eliminated. Thus any resulting variation in the Coup De Fouet will be solely attributed to variations in battery condition. The above results show that the relations between operating conditions and the Coup De Fouet parameters are not random. In isolation simple equations can be derived to express these relations. However, in combination the relations become more complex. It is not, however, practical to exhaustively test every combination of operating and battery condition. In light of this the results presented above suggest a strong case for employing soft computing to formulate a capacity estimation model. The knowledge gathered by conducting the above tests represents a baseline for the rules of this model. The following paragraphs present the structure of the model and the result of its application. The following discussion will consider only the trough voltage. The trough is targeted as it occurs close to the start of discharge. Thus, a discharge to the trough will result in minimal impact on the power system and battery life. It is also easy to detect due to the sudden voltage reversal. However, the discussion may be applied equally to the plateau voltage. 5 The knowledge of the relations between operating conditions and the trough voltage are contained within a fuzzy logic model. Such models are within the capabilities of the skilled addressee with one particular model, the Sugeno Fuzzy Model, being discussed by T. Takag and M. Sugeno in "Fuzzy Identification Systems and its Application to modelling and control", IEEE Trans, Systa, Man Cybern, Vol. 1 5, pp. ι o 1 1 6-1 32, 1 985; the contents of which is considered included in this specification as if it were individually set forth. The Sugeno Fuzzy Model is illustrated in Figure 1 1 . The fuzzy model has as inputs the operating conditions of time on charge, float voltage, depth of previous discharge, discharge rate and ambient temperature. Each input utilises three membership functions. 15 The output of the model is a correction factor which also utilises three membership functions. This correction factor is applied to the Coup De Fouet parameters associated with the operating conditions to cancel their effect. 20 To establish the rules and define the membership functions the fuzzy model was trained. In order to expedite this process an Adaptive Neural Fuzzy Inference System (ANFIS) was employed. Such systems are discussed in "Neuro-Fuzzy and Soft Computing, A Computational Approach to Learning and Machine Intelligence" , J.-S. R. Jang, C.-T. Sun, and E. Mizutani, Prentice Hall, New Jersey, USA, 1 997; and J. S. 25 R Jang, "ANFIS: Adaptive-Network-Based Fuzzy Inference System," IEEE Trans. Syst., Man Cybern., Vol. 23, pp.665-685, 1 993. The contents of both these documents are considered included in this specification as if they were individually set forth. The fuzzy logic Matlab™ toolbox supports this technique. Once the structure (number and type of membership functions) is selected the rules are 30 automatically created and the membership functions are tuned using neural networks. The overall structure of the estimation model is illustrated in Figure 1 2. The model is implemented using Matlab's Simulink. The inputs are fed into the fuzzy model which produces a correction factor. This correction factor is added to the trough voltage corresponding to the inputs to eliminate the influence of the operating conditions. A simple linear relation is used to scale the trough voltage to determine the capacity. This summation and scaling activity is the hard computing aspect of the model. However, it is envisaged that soft computing techniques could also be used to replace this hard computing aspect. Perhaps the most critical aspect of the model is its training. This should be done in the early stages of battery life while incurring minimal impact on the power system. The model of Figure 1 1 was trained using data obtained from tests where different operating conditions were used. These tests include those presented above. The capacity of the cells was normalised to that obtained when the cell was discharged at a rate of 1 00A and temperature of 20°C. This was determined to be 207Ah. The training of the linear scaling relation was performed by inspection, but as noted above could be implemented by soft computing techniques. The results of the training can be seen in Figure 1 3a. In the main the training error is less than plus or minus 10% . Validation of the model was performed using the data obtained above concerning the influence of battery condition. The results can be seen in Figure 1 3b. For cells with very low capacity the error is quite large. This, however, is not as bad as it seems. The cells used have deteriorated to such an extent that even with such a large capacity estimation error the estimation is still informative of a deterioration in capacity. For cells with high to moderately low capacity the estimation is, in the main, between plus or minus 1 0%. The period of discharge necessary to establish information related to battery charge capacity by the method of the present invention is substantially less than the time taken for full discharge, and the loss of charge for the purpose of charge determination also is substantially less. A short discharge test of not more than 1 0% of nominal capacity in discharge depth is found to be sufficient to reveal information related to the absolute or relative charge capacity of the battery. A discharge of not more than 5% and more preferably not more than 1 % of nominal capacity may be employed. Thus, utilisation of the Coup De Fouet provides a reliable procedure for charge capacity measurement without any requirement for deep discharge or fast sampling rate. It thus avoids many of the disadvantages inherent in conventional procedures. 5 Where in the foregoing description reference has been made to integers or elements having known equivalents, then such equivalents are herein included as if individually set forth. ι o Particular examples of the invention have been described and it is envisaged that improvements and modifications can take place without departing from the scope of the appended claims. Thus, even though the results of the model presented are encouraging, its structure may change. The soft-computing component may be in another form such as a pattern recognition based model. Soft computing may also 15 be employed to derive the scaling parameters used in the hard computing component of the model.

Claims: CLAIMS 1 . A method of obtaining information relating to the charge capacity of one or more cells including: measuring a variable cell parameter, or change in a variable cell parameter, for at least part of an initial period of discharge during which the cell(s) voltage initially decreases to a trough voltage and then increases to a plateau voltage; and relating the variable cell parameter, or change in the variable cell parameter, to reference information to obtain the absolute or relative charge capacity of the cell or cells. 2. A method as claimed in claim 1 wherein both electrodes contributes to the cell voltage decrease to the trough voltage and then increase to the plateau voltage. 3. A method as claimed in claim 2 wherein the variable cell parameter is measured with respect to a single electrode. 4. A method as claimed in claim 1 wherein measurements are made of cell or electrode voltage, or change of voltage, for at least part of the period of time during which the cell voltage initially decreases to the trough voltage and then increases to the plateau voltage. 5. A method as claimed in claim 1 wherein the period during which the cell voltage initially decreases to the trough voltage and then increases to the plateau voltage is a Coup De Fouet period. 6. A method as claimed in claim 1 wherein the reference information is the relationship between one or more cell operating conditions and/or cell condition and the level of the trough voltage or plateau voltage. 7. A method as claimed in claim 6 wherein the operating conditions are one or more of time on charge and/or depth of previous charge and/or float voltage and/or ambient temperature and/or discharge rate. 5 8. A method as claimed in claim 1 wherein prior to the initial period of discharge the one or more cells are in a substantially fully charged condition. 9. A method as claimed in claim 1 further including discrimination means which compares a change of a measured or monitored parameter with a change ι o which is compatible with that which occurs in a Coup De Fouet period of initial discharge and responds to whether or not that compatibility is present. 10. A method as claimed in claim 1 wherein the step of measuring the variable battery parameter occurs when the battery is subjected to an initial period of 15 discharge or when the battery begins to discharge when required to supply a load. 1 1 . A method as claimed in claim 1 wherein the period of discharge is not more than 10% of nominal capacity of the cell or cells. 20 1 2. A method as claimed in claim 1 wherein the period of discharge is not more than 1 % of nominal capacity of the cell or cells. 13. A method as claimed in claim 1 wherein the one or more cells is a battery. 25 14. A method as claimed in claim 1 3 wherein the battery is a lead/acid type battery or other battery which is rechargeable. 1 5. A method of estimating the capacity of a battery including: 30 acquiring reference information relating a variable battery parameter, or change in a variable battery parameter, to one or more battery operating conditions and/or battery condition; measuring the variable battery parameter, or change in the variable battery parameter, during at least part of an initial discharge period of the battery during which the voltage initially decreases to a trough voltage and then increases to a plateau voltage; and relating the variable battery parameter, or change in variable battery parameter, to reference information to obtain the absolute or relative charge capacity of the battery. 1 6. A method as claimed in claim 1 5 wherein measurements are made of voltage, or change of voltage, for at least part of the period of time during which the battery voltage initially decreases to the trough voltage and then increases to the plateau voltage. 1 7. A method as claimed in claim 1 5 wherein the period during which the battery voltage initially decreases to the trough voltage and then increases to the plateau voltage is a Coup De Fouet period. 1 8. A method as claimed in claim 1 5 wherein the reference information is the relationship between one or more battery operating conditions and/or battery condition and the trough voltage or plateau voltage. 1 9. A method as claimed in claim 1 8 wherein the operating conditions are one or more of time on charge and/or depth of previous charge and/or float voltage and/or ambient temperature and/or discharge rate. 20. A method as claimed in claim 1 5 wherein the step of acquiring the reference information occurs when the battery is in the early stages of its operational life. 21 . A method as claimed in claim 1 5 wherein the step of measuring the variable battery parameter occurs when the battery is subjected to an initial period of discharge or when the battery begins to discharge when required to supply a load. 22. A method as claimed in claim 1 5 wherein prior to the initial period of discharge the battery is in a substantially fully charged condition. 23. A method as claimed in claim 1 5 including a further step of calculating the discharge time remaining. 24. A method as claimed in claim 1 5 including a further step of calculating the remaining operational life of the battery. 25. A method as claimed in claim 1 5 further including discrimination means which compares a change of a measured or monitored variable parameter with a change which is compatible with that which occurs in a Coup De Fouet period of initial discharge and responds to whether or not that compatibility is present. 26. A method as claimed in claim 1 5 or claims 23 to 25 wherein the function of one or more of the steps is performed by a computer. 27. A method as claimed in claim 1 5 wherein the period of discharge is not more than 10% of nominal capacity of the battery. 28. A method as claimed in claim 1 5 wherein the period of discharge is not more than 1 % of nominal capacity of the battery. 29. A method as claimed in claim 1 5 wherein the battery is a lead/acid type battery or other battery which is rechargeable. 30. An estimation model for predicting the absolute or relative capacity of a battery, including: input for a variable battery parameter, and one or more battery operating conditions and/or battery condition; reference information relating the variable battery parameter to one or more battery operating conditions and/or battery condition; compensation means determining a correction factor for the variable battery parameter depending on the value of any one of battery operating 5 conditions and/or battery condition; and calculation means relating corrected variable battery parameter to reference information to obtain the absolute or relative charge capacity of the battery. ι o 31 . An estimation model as claimed in claim 30 wherein the variable battery parameter is battery voltage, or change of battery voltage, measured during at least part of an initial discharge period, a Coup De Fouet period, during which the battery output voltage initially decreases to a trough voltage and then increases to a plateau voltage. 1 5 32. An estimation model as claimed in claim 30 including training or learning means adapted to determine reference information relating a variable battery parameter to one or more battery operating conditions and/or battery condition. 20 33. An estimation model as claimed in claim 30 including training or learning means adapted to determine rules relating the variable battery parameter, or change in variable battery parameter, to one or more battery operating conditions and/or battery condition. 25 34. An estimation model as claimed in claim 32 or claim 33 wherein training or learning means is an Adaptive Neural Fuzzy Interface System or Adaptive Network, or other Neuro-Fuzzy or Soft Computing system. 30 35. An estimation model as claimed in claim 30 wherein the battery operating conditions are one or more of time on charge and/or depth of previous charge and/or float voltage and/or ambient temperature and/or discharge rate. 36. An estimation model as claimed in claim 30 which is in the form of computer readable code. 37. An apparatus adapted to provide information relating to the charge capacity of 5 a battery, including: measurement means adapted to measure a variable battery parameter, or change in variable battery parameter; and processing means adapted to relate the variable battery parameter, or change in variable battery parameter, to referenced information to obtain the ι o absolute or relative charge capacity of the battery. 38. An apparatus as claimed in claim 37 further including discrimination means which compares a change of the measured variable battery parameter with a change which is compatible with that which occurs in a Coup De Fouet period 15 of initial discharge of the battery and response to whether or not compatibility is present. 39. An apparatus as claimed in claim 37 adapted to measure voltage, or change of voltage, for at least part of an initial period of discharge of the battery during 20 which the battery voltage initially decreases to a trough voltage and then increases to a plateau voltage. 40. An apparatus as claimed in claim 37 further adapted to measure one or more battery operating conditions. 25 41 . An apparatus as claimed in claim 40 wherein the operating conditions are one or more of time on charge and/or depth of previous charge and/or float voltage and/or ambient temperature and/or discharge rate. 30 42. An apparatus as claimed in claim 37 which includes a microprocessor adapted to manipulate a variable battery parameter, or change in variable battery parameter, and one or more battery operating conditions and/or battery condition and predict the absolute or relative charge capacity of the battery. 43. An apparatus as claimed in claim 42 wherein the microprocessor is adapted to output the discharge time remaining expressed in hours and fractions of an hour, and/or is adapted to output the remaining operational life of the battery. 5 44. An apparatus as claimed in claim 37 which further includes a discharge means, the discharge means adapted to at least partially discharge the battery. 45. An apparatus as claimed in claim 44 wherein the partial discharge is not more ι o than 1 0% of the nominal capacity of the battery. 46. An apparatus as claimed in claim 44 wherein the partial discharge is not more than 1 % of the nominal capacity of the battery. 15 47. An apparatus as claimed in claim 37 which further includes training or learning means adapted to determine rules relating a variable battery parameter, or change in a variable battery parameter, to one or more battery operating conditions and/or battery condition. 20 48. An apparatus as claimed in claim 47 wherein the training or learning means is an Adaptive Neural Fuzzy Interface System or Adaptive Network, or other Neuro-Fuzzy or Soft Computing System. 49. An apparatus as claimed in claim 37 which includes an output means adapted 25 to graphically, numerically or otherwise indicate, in real time, the charge capacity, discharge time remaining and/or remaining operational life of a battery. 50. A method of obtaining information relating to the charge capacity of one or 30 more cells as herein described with reference to the description and drawings. 51 . A method of estimating the capacity of a battery as herein described with reference to the description and drawings. 2. An estimation model for predicting the absolute or relative capacity of a battery as herein described with reference to the description and drawings.

Inventors: ANBUKY ADNAN H, PASCOE PHILLIP E, ANBUKY, ADNAN, H., PASCOE, PHILLIP, E.
Applicants: ANBUKY ADNAN H, INVENSYS ENERGY SYSTEMS NZ LTD, PASCOE PHILLIP E, ANBUKY, ADNAN, H., INVENSYS ENERGY SYSTEMS (NZ) LIMITED, PASCOE, PHILLIP, E.
Application year: 2000
Main classification: G01R31
IPC codes: G01R31