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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
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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.

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PDF Pages PDF Title
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 ā€Ž5.3) 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 ā€“Ā 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
BS EN 62475:2010
$215.11