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COMPARISON OF ARC FLASH CALCULATION METHODS
Tipologia: Resumos
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By Neil Van Geem, PE General During recent years the electrical industry has focused attention on the electrical hazard of arc-flash and the danger of its causing severe burns to electrical workers who are in the vicinity of energized electrical equipment during an arc. Over this time various methods have been developed to estimate the effects of an electrical arc’s incident energy causing temperature rise on the human body as a result of the arc and on mitigating techniques such as levels of fire resistant clothing and work location relative to the arc. This paper reports on the results of a very limited comparison of four methods available for incident energy calculation. The methods include those developed and reported with the IEEE Standard 1584, “IEEE Guide for Performing Arc-Flash Hazard Calculations,” with NFPA 70E, “Standard for Electrical Safety Requirements for Employee Workplaces – 2000 Edition,” with a 1981 IEEE paper, “The Other Electrical Hazard: Electrical Arc Blast Burns,” by Ralph Lee, a program of heat flux calculation from Duke Power, and with the ARCPRO program by Kinetrics, Inc. Toronto, Ontario. All calculation methods caution that the testing and calculations are based on selected conditions. These are methods for predicting or estimating arc flash hazards and thus actual cases experienced in the field can be expected to vary from these values. Comparison of Equation Design The IEEE Standard, Duke Heat Flux, and NFPA 70E use equations developed empirically from tests performed with arcs, while the Lee paper and ARCPRO use equations based on theoretical analysis and verified by comparison with some measured results. IEEE 1584 – Calculations consider three-phase arcs in enclosures and in air. Published input ranges are:
Effects of arcs in an enclosure are 1.5 to 2.5 that of the same arc in open air up to currents of 30 KA and 2.5 to 2.8 for currents of 30 to 50 KA
cycle) clearing time.
Case 5 Consider a medium voltage arc in air near a substation at 24.94 KV, a 60 inch (1524 mm) work distance, an arc duration time of 6 cycles (0.1 sec.), an arc gap of 6,” and abolted fault current of 10,000 amperes. NFPA 70E Not confirmed for voltage above 600 V IEEE 1584 E = 5.5 cal/cm 2 Clothing Class - 2 *Lee E = 5.497 cal/cm 2 Clothing Class - 2 (This verifies that Lee’sEquation is used in IEEE 1584 for medium voltages) +ARCPRO E = 0.34 cal/cm 2 Clothing Class - 0 ~Duke Heat Flux E = 0.112 cal/cm 2 Clothing Class - 0 Case 6 Consider a medium voltage three phase arc remote from a substation and having the same conditions as Case 5Except a fault current of 3.55 KA NFPA 70E Not confirmed for voltage above 600 V IEEE 1584 E = 2.0 cal/cm 2 Clothing Class - 1 *Lee E = 1.95 cal/cm 2 Clothing Class - 1 +ARCPRO E = 0.0 cal/cm 2 Clothing Class - 0 ~Duke Heat Flux E = 0.112 cal/cm 2 Clothing Class - 0 Case 7 Consider a medium voltage, three phase arc with same conditions as Case 6 except with working distance of 48” NFPA 70E Not confirmed for voltage above 600 V IEEE 1584 E = 3.0 cal/cm 2 Clothing Class - 1 *Lee E = 3.05 cal/cm 2 Clothing Class - 1 +ARCPRO E = 0.17 cal/cm 2 Clothing Class - 0 ~Duke Heat Flux E = 0.175 cal/cm 2 Clothing Class - 0 Case 8 Consider a medium voltage, three phase arc with same conditions as Case 6 except with work distance of 36” NFPA 70E Not confirmed for voltage above 600 V IEEE 1584 E = 5.4 cal/cm 2 Clothing Class - 2 *Lee E = 5.4 cal/cm 2 Clothing Class - 2 +ARCPRO E = 0.17 cal/cm 2 Clothing Class - 0 ~Duke Heat Flux Clothing Class - 0 Clothing Class - 0
Calculations for Varying Voltage Because of varying values for incident energy in the above cases, separate comparisons were made with all arc conditions remaining the same while varying the voltage supply. The set conditions were for a three phase arc in air with a bolted fault current of 16 KA, a working distance of 36 inches (914 mm), an arc gap of 2 inches (50.8 mm), and a clearing time of 12 cycles (0.2 seconds). For varying voltage the incident energy, E, was calculated for the two methods which calculate three phase arcs, IEEE, and Lee methods. It should be noted that the NFPA method was not confirmed for voltage above 600 V or fault currents below 16,000 amps and thus its results are included in the following cases only for the two cases of voltage of 600 or less even though the method calculates for three phase arcs. The results, in calories per square centimeters, are as follows: 35 KV IEEE 68.6 Clothing Class - X Lee 68.6 Clothing Class - X 24.94 KV IEEE 48.9 Clothing Class - X Lee 48.9 Clothing Class - X 13.8 KV IEEE 1.6 Clothing Class - 1 Lee 27.7 Clothing Class - 4 12.5 KV IEEE 1.6 Clothing Class - 1 Lee 27.7 Clothing Class - 3 4.16 KV IEEE 1.4 Clothing Class - 1 Lee 8.16 Clothing Class - 3 2.4 KV IEEE 1.4 Clothing Class - 1 Lee 4.64 Clothing Class - 1 1.0 KV IEEE 1.1 Clothing Class - 0 Lee 1.92 Clothing Class - 1 0.6 KV IEEE 0.9 Clothing Class - 0 Lee 0.96 Clothing Class - 0 NFPA 0.556 Clothing Class - 0
Based on all the comparison cases tabulated above and their varying computed values for incident energy, it is easily seen why selecting an appropriate method of estimating incident energy is confusing and difficult. Even though using a comparison of Clothing Class narrows the gap between predictions somewhat, there is still disparity between the predicted arc incident energy. The favored choice may be to select the IEEE Standards method primarily because it is based on empirical equations developed through multiple tests of varying fault cases. It calculates for three phase faults (which are the most prevalent form of faults for voltages 1 KV and under) in both open air and in an enclosure. The NFPA method uses empirical equations developed in much the same manner as the IEEE but based on fewer test cases, and is limited in both voltage and fault current ranges. ARCPRO and the Duke Heat Flux programs are limited to single phase arcs in air with recommended adjustment factors to estimate three phase arcs and arcs in enclosures. The Lee method, though accepted by IEEE for supply voltages above 15 KV, makes assumptions about the arc current magnitude and may be overly conservative. It would be more reassuring to see better correlation of answers between the calculation methods studied, but it should be remembered that all these methods were developed to give the electric industry an estimate or prediction of incident energy for a worker exposed to an electric arc. We, who are concerned about electric safety, are left to making the best choice from among different methods of calculation giving different answers. Copyright © Associated Training Corporation. Any unauthorized duplication or distribution prohibited.