BS EN 62475:2010
$215.11
High-current test techniques. Definitions and requirements for test currents and measuring systems
Published By | Publication Date | Number of Pages |
BSI | 2010 | 108 |
IEC 62475:2010 is applicable to high-current testing and measurements on both high-voltage and low-voltage equipment. It deals with steady-state and short-time direct current (as e.g. encountered in high-power d.c. testing), steady-state and short-time alternating current (as e.g. encountered in high-power a.c. testing), and impulse-current. In general, currents above 100 A are considered in this International Standard, although currents less than this can occur in tests. This standard also covers fault detection during, for example, lightning impulse testing.
PDF Catalog
PDF Pages | PDF Title |
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7 | English CONTENTS |
13 | 1 Scope 2 Normative references 3 Terms and definitions |
14 | 3.1 Measuring systems 3.2 Components of a measuring system |
15 | 3.3 Scale factors |
16 | 3.4 Rated values 3.5 Definitions related to the dynamic behaviour |
17 | 3.6 Definitions related to uncertainty Figures Figure 1 ā Examples of amplitude frequency responses for limit frequencies (f1; f2) Upper and lower limits frequencies are shown on curve A. Curve B shows a constant response down to direct current |
19 | 3.7 Definitions related to tests on measuring systems |
20 | 4 Procedures for qualification and use of a measuring system 4.1 General principles 4.2 Schedule of performance tests 4.3 Schedule of performance checks |
21 | 4.4 Requirements for the record of performance 4.5 Operating conditions |
22 | 4.6 Uncertainty |
23 | 5 Tests and test requirements for an approved measuring system 5.1 General requirements 5.2 Calibration ā Determination of the scale factor |
25 | FigureĀ 2 ā Calibration by comparison over full assigned measurement range |
26 | FigureĀ 3 ā Uncertainty contributions of the calibration (example with the minimum of 5 current levels) |
27 | FigureĀ 4 ā Calibration by comparison over a limited current range with a linearity test (see ā5.3) providing extension up to the largest value in the assigned measurement range |
28 | 5.3 Linearity test |
29 | 5.4 Dynamic behaviour Figure 5 ā Linearity test of the measuring system with a linear device in the extended voltage range |
30 | 5.5 Short-term stability |
31 | FigureĀ 6 ā Short-term stability test for steady-state current FigureĀ 7 ā Short-term stability test for impulse current and short-time current |
32 | 5.6 Long-term stability 5.7 Ambient temperature effect FigureĀ 8 ā Short-term stability test for periodic impulse-current and periodic short-time current |
33 | 5.8 Effect of nearby current paths |
34 | FigureĀ 9 ā Test circuit for effect of nearby current path for current-converting shunts and current transformers with iron FigureĀ 10 ā Test circuit for effect of nearby current path for inductive measuring systems without iron (Rogowski coils) |
35 | 5.9 Software effect 5.10 Uncertainty calculation |
37 | 5.11 Uncertainty calculation of time-parameter measurements (impulse currents only) |
39 | 5.12 Interference test |
40 | FigureĀ 11 ā Principle of interference test circuit FigureĀ 12Ā āĀ Interference test on the measuring system i1(t) based on current converting shunt or current transformer with iron in a typical 3 phase short circuit set up (example) |
41 | 5.13 Withstand tests FigureĀ 13 ā Test circuit for interference test for inductive systems without iron |
42 | 6 Steady-state direct current 6.1 Application 6.2 Terms and definitions 6.3 Test current |
43 | 6.4 Measurement of the test current Tables TableĀ 1 ā Required tests for steady-state direct current |
44 | 6.5 Measurement of ripple amplitude |
45 | TableĀ 2 ā Required tests for ripple current |
46 | 6.6 Test procedures 7 Steady-state alternating current 7.1 Application 7.2 Terms and definitions 7.3 Test current |
47 | 7.4 Measurement of the test current |
48 | FigureĀ 14 ā Acceptable normalized amplitude-frequency response of an a.c. measuring system intended for a single fundamental frequency fnom |
49 | FigureĀ 15 ā Acceptable normalized amplitude-frequency response of an a.c. measuring system intended for a range of fundamental frequencies fnom1 to fnom2 TableĀ 3 ā Required tests for steady-state alternating current |
50 | 7.5 Test procedures 8 Short-time direct current 8.1 Application |
51 | 8.2 Terms and definitions FigureĀ 16 ā Example of short-time direct current |
52 | 8.3 Test currents 8.4 Measurement of the test current TableĀ 4 ā Tolerance requirement on test-current parameters for short-time direct current |
53 | TableĀ 5 ā Required tests for short-time direct current |
54 | 8.5 Test procedures 9 Short-time alternating current 9.1 Application |
55 | 9.2 Terms and definitions FigureĀ 17 ā Example of short-time alternating current |
56 | 9.3 Test current TableĀ 6 ā Tolerance requirements on the short-time alternating current test parameters |
57 | 9.4 Measurement of the test current TableĀ 7 ā List of typical tests in a high-power laboratory and required minimum frequency range of the measuring system |
58 | TableĀ 8 ā Tolerance requirements on scale factor TableĀ 9 ā Required tests for short-time alternating current |
60 | 9.5 Test procedures 10 Impulse currents 10.1 Application 10.2 Terms and definitions |
61 | FigureĀ 18 ā Exponential impulse current FigureĀ 19 ā Exponential impulse current ā Oscillating tail |
62 | FigureĀ 20 ā Impulse current ā Rectangular, smooth FigureĀ 21 ā Impulse current ā Rectangular with oscillations |
64 | 10.3 Test current TableĀ 10 ā Examples of exponential impulse-current types |
65 | 10.4 Measurement of the test current |
67 | TableĀ 11 ā Required tests for impulse current |
68 | 10.5 Test procedures 11 Current measurement in high-voltage dielectric testing 11.1 Application 11.2 Terms and definitions |
69 | 11.3 Measurement of the test current TableĀ 12 ā Required tests for impulse current in high-voltage dielectric testing |
70 | 11.4 Test procedures 12 Reference measuring systems 12.1 General 12.2 Interval between subsequent calibrations of reference measuring systems |
71 | Annex A (informative) Uncertainty of measurement |
76 | TableĀ A.1 ā Coverage factor k for effective degrees of freedom Ī½eff (pĀ =Ā 95,45Ā %) |
77 | TableĀ A.2 ā Schematic of an uncertainty budget |
78 | FigureĀ A.1 ā Normal probability distribution p(x) of a continuous random variable x FigureĀ A.2 ā Rectangular symmetric probability distribution p(x) of the estimate x of an input quantity X |
79 | Annex B (informative) Examples of the uncertainty calculation in high-current measurements |
81 | Table B.1 ā Result of the comparison measurement TableĀ B.2 ā Result of the comparison measurement |
82 | Table B.3 ā Uncertainty budget for calibration of scale factor Fx |
83 | TableĀ B.4 ā Result of linearity test |
84 | FigureĀ B.1 ā Comparison between the system under calibration X and the reference system N Table B.5 ā Uncertainty budget of scale factor FX,mes |
85 | Annex C (informative) Step-response measurements FigureĀ C.1 ā Circuit to generate current step using a coaxial cable FigureĀ C.2 ā Circuit to generate current step using a capacitor |
87 | Figure C.3 ā Definition of response parameters with respect to step response |
88 | Annex D (informative) Convolution method for estimation of dynamic behaviour from step-response measurements |
91 | Annex E (informative) Constraints for certain wave shapes FigureĀ E.1 ā Attainable combinations of time parameters (shaded area) for the 8/20 impulse at maximum 20Ā % undershoot and for 20Ā % tolerance on the time parameters |
92 | FigureĀ E.2 ā Locus for limit of attainable time parameters as a function of permissible undershoot for the 8/20 impulse FigureĀ E.3 ā Locus for limit of attainable time parameters as a function of permissible undershoot for the 30/80 impulse |
93 | Annex F (informative) Temperature rise of measuring resistors |
94 | Annex G (informative) Determination of r.m.s. values of short-time a.c. current FigureĀ G.1 ā Equivalent circuit of short-circuit test |
95 | FigureĀ G.2 ā Symmetrical a.c. component of an alternating short-circuit current |
96 | Figure G.3 ā Numerical evaluation of r.m.s value showing both instantaneous current and instantaneous squared value of the current |
97 | Figure G.4 ā Three-crest method |
98 | Figure G.5 ā Evaluation of conventional r.m.s. value of an arc current using the three-crest method |
99 | Figure G.6 ā Evaluation of equivalent r.m.s value of a short-time current during a short-circuit test |
100 | Figure G.7 ā Relation between peak factor k and power factor cos(q). |
101 | Annex H (informative) Examples of IEC standards with high-current tests Table H.1 ā List of typical tests with short-time alternating current |
102 | Table H.2 ā List of typical tests with exponential impulse current Table H.3 ā List of typical tests with rectangular impulse current |
103 | Bibliography |