BSI PD IEC/TR 62271-306:2012+A1:2018
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High-voltage switchgear and controlgear – Guide to IEC 62271-100, IEC 62271-1 and other IEC standards related to alternating current circuit-breakers
Published By | Publication Date | Number of Pages |
BSI | 2018 | 384 |
This part of IEC 62271 is applicable to a.c. circuit-breakers designed for indoor or outdoor installation and for operation at frequencies of 50 Hz and 60 Hz on systems having voltages above 1 000 V.
NOTE While this technical report mainly addresses circuit-breakers, some clauses (e.g. Clause 5) apply to switchgear and controlgear.
This technical report addresses utility, consultant and industrial engineers who specify and apply high-voltage circuit-breakers, circuit-breaker development engineers, engineers in testing stations, and engineers who participate in standardization. It is intended to provide background information concerning the facts and figures in the standards and provide a basis for specification for high-voltage circuit-breakers. Thus, its scope will cover the explanation, interpretation and application of IEC 62271-100 and IEC 62271-1 as well as related standards and technical reports with respect to high-voltage circuit-breakers.
Rules for circuit-breakers with intentional non-simultaneity between the poles are covered by IEC 62271-302.
This technical report does not cover circuit-breakers intended for use on motive power units of electrical traction equipment; these are covered by the IEC 60077 series.
Generator circuit-breakers installed between generator and step-up transformer are not within the scope of this technical report.
This technical report does not cover self-tripping circuit-breakers with mechanical tripping devices or devices which cannot be made inoperative.
Disconnecting circuit-breakers are covered by IEC 62271-108.
By-pass switches in parallel with line series capacitors and their protective equipment are not within the scope of this technical report. These are covered by IEC 62271-109 and IEC 60143-2.
In addition, special applications (among others parallel switching, delayed current zero crossings) are treated in annexes to this document.
PDF Catalog
PDF Pages | PDF Title |
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2 | undefined |
19 | 1.1 Scope 1.2 Normative references |
24 | 3.1 General 3.2 Electrical endurance class E1 and E2 |
25 | 3.3 Capacitive current switching class C1 and C2 3.4 Mechanical endurance class M1 and M2 |
26 | 3.5 Class S1 and S2 3.6 Conclusion |
27 | 4.1 General |
30 | Table 1 โ Classes and shapes of stressing voltages and overvoltages (from IEC 60071-1:2006, Table 1) |
31 | 4.2 Longitudinal voltage stresses 4.3 High-voltage tests |
32 | 4.4 Impulse voltage withstand test procedures |
33 | Table 2 โ 15/2 and 3/9 test series attributes |
34 | Figure 1 โ Probability of acceptance (passing the test) for the 15/2 and 3/9 test series |
35 | Figure 2 โ Probability of acceptance at 5 % probability of flashover for 15/2 and 3/9 test series Figure 3 โ User risk at 10 % probability of flashover for 15/2 and 3/9 test series |
38 | Figure 4 โ Operating characteristic curves for 15/2 and 3/9 test series |
39 | Figure 5 โ ฮฑ risks for 15/2 and 3/9 test methods Table 3 โ Summary of theoretical analysis |
40 | 4.5 Correction factors Figure 6 โ ฮฒ risks for 15/2 and 3/9 test methods Figure 7 โ Ideal sampling plan for AQL of 10 % |
41 | Table 4 โ Values for m for the different voltage waveshapes |
44 | 4.6 Background information about insulation levels and tests Figure 8 โ Disruptive discharge mode of external insulation of switchgear and controlgear having a rated voltage above 1 kV up to and including 52 kV |
47 | 4.7 Lightning impulse withstand considerations of vacuum interrupters |
48 | 5.1 General 5.2 Load current carrying requirements |
52 | 5.3 Temperature rise testing Table 5 โ Maximum ambient temperature versus altitude (IEC 60943) |
53 | Table 6 โ Some examples of the application of acceptance criteria for steady state conditions |
54 | Figure 9 โ Temperature curve and definitions Figure 10 โ Evaluation of the steady state condition for the last quarter of the test duration shown in Figure 9 |
55 | 5.4 Additional information Table 7 โ Ratios of Ia/Ir for various ambient temperatures based on Table 3 of IEC 62271-1:2007 |
56 | 6.1 Harmonization of IEC and IEEE transient recovery voltages |
59 | Figure 11 โ Comparison of IEEE, IEC and harmonized TRVs, example for 145 kV at 100 % Isc with kpp = 1,3 |
60 | Table 8 โ Summary of recommended changes to harmonize IEC and IEEE TRV requirements Table 9 โ Recommended u1 values |
62 | Figure 12 โ Comparison of IEEE, IEC and harmonized TRVs with compromise values of u1 and t1, example for 145 kV at 100 % Isc with kpp = 1,3 |
64 | Figure 13 โ Comparison of TRVโs for cable-systems and line-systems |
65 | 6.2 Initial Transient Recovery Voltage (ITRV) Figure 14 โ Harmonization of TRVs for circuit-breakers < 100 kV |
67 | Figure 15 โ Representation of ITRV and terminal fault TRV |
68 | 6.3 Testing Table 10 โ Standard values of initial transient recovery voltage โ Rated voltages 100 kV and above |
69 | Figure 16 โ Typical graph of line side TRV with time delay and source side with ITRV |
70 | 6.4 General considerations regarding TRV |
71 | Figure 96 โ Representation of a four-parameter TRV and a delay line |
72 | Figure 97 โ Representation of a specified TRV by a two-parameter reference line and a delay line |
74 | Table 39 โ First-pole-to-clear factors kpp |
75 | Table 40 โ Pole-to-clear factors for each clearing pole |
76 | Table 41 โ Pole-to-clear factors for other types of faults in non-effectively earthed neutral systems |
81 | 6.5 Calculation of TRVs |
83 | 7.1 Short-line fault requirements |
88 | 7.2 SLF testing |
91 | 7.3 Additional explanations on SLF |
93 | Figure 17 โ Effects of capacitor size on the short-line fault component of recovery voltage with a fault 915 m from circuit-breaker |
94 | Figure 18 โ Effect of capacitor location on short-line fault component of transient recovery voltage with a fault 760 m from circuit-breaker |
95 | Figure 19 โ TRV obtained during a L90 test duty on a 145 kV, 50 kA, 60 Hz circuit-breaker |
96 | 7.4 Comparison of surge impedances 7.5 Test current and line length tolerances for short-line fault testing Table 11 โ Comparison of typical values of surge impedances for a single-phase fault (or third pole to clear a three-phase fault) and the first pole to clear a three-phase fault |
97 | 7.6 TRV with parallel capacitance Table 42 โ Actual percentage short-line fault breaking currents |
100 | 8.1 Reference system conditions Figure 20 โ TRV vs. ฯIZ as function of t/tdL when tL/tdL = 4,0 |
101 | Figure 21 โ Typical system configuration for out-of-phase breaking for case A Figure 22 โ Typical system configuration for out-of-phase breaking for Case B |
102 | 8.2 TRV parameters introduced into Tables 1b and 1c of the first edition of IEC 62271-100 |
104 | Figure 23 โ Voltage on both sides during CO under out-of-phase conditions Figure 24 โ Fault currents during CO under out-of-phase Figure 25 โ TRVs for out-of-phase clearing (enlarged) |
105 | 9.1 General |
106 | 9.2 General theory of capacitive current switching Figure 98 โ Single-phase equivalent circuit for capacitive current interruption |
107 | Figure 99 โ Voltage and current shapes at capacitive current interruption |
108 | Figure 100 โ Voltage and current wave shapes in the case of a restrike |
109 | Figure 101 โ Voltage build-up by successive restrikes |
110 | Figure 102 โ Example of an NSDD during capacitive current interruption |
111 | Figure 103 โ Recovery voltage of the first-pole-to-clear at interruption of a three-phase non-effectively earthed capacitive load |
112 | 9.3 Capacitor bank switching Figure 104 โ General circuit for capacitor bank switching |
115 | 9.4 No-load cable switching |
116 | Figure 105 โ Typical circuit for no-load cable switching |
117 | Figure 106 โ Individually screened cable with equivalent circuit Figure 107 โ Belted cable with equivalent circuit |
118 | Figure 108 โ Cross-section of a high-voltage cable |
122 | Figure 109 โ Equivalent circuit for back-to-back cable switching |
123 | Figure 110 โ Equivalent circuit of a compensated cable |
125 | Figure 111 โ Currents when making at voltage maximum and full compensation |
126 | Figure 112 โ Currents when making at voltage zero and full compensation |
127 | Figure 113 โ Currents when making at voltage maximum and partial compensation Figure 114 โ Currents when making at voltage zero and partial compensation |
129 | 9.5 No-load transmission line switching Figure 115 โ RMS charging current versus system voltage for different line configurations at 60 Hz |
130 | Figure 116 โ General circuit for no-load transmission line switching |
131 | Figure 117 โ Recovery voltage peak in the first-pole-to-clear as a function of C1/C0, delayed interruption of the second phase |
133 | Figure 118 โ Typical current and voltage relations for a compensated line Figure 119 โ Half cycle of recovery voltage |
134 | Figure 120 โ Energisation of no-load lines: basic phenomena |
135 | 9.6 Voltage factors for capacitive current switching tests Table 43 โ Voltage factors for single-phase capacitive current switching tests |
136 | Figure 121 โ Recovery voltage on first-pole-to-clear for three-phase interruption: capacitor bank with isolated neutral |
137 | 9.7 General application considerations |
138 | Figure 122 โ Example of the recovery voltage across a filter bank circuit-breaker |
142 | Table 44 โ Inrush current and frequency for switching capacitor banks |
143 | Table 45 โ Typical values of inductance between capacitor banks |
144 | Figure 123 โ Typical circuit for back-to-back switching |
145 | Figure 124 โ Example of 123 kV system |
149 | Figure 125 โ Voltage and current relations for capacitor switching through interposed transformer |
151 | Figure 126 โ Station illustrating large transient inrush currents through circuit-breakers from parallel capacitor banks |
155 | 9.8 Considerations of capacitive currents and recovery voltages under fault conditions |
156 | Figure 127 โ Fault in the vicinity of a capacitor bank |
157 | Figure 128 โ Recovery voltage and current for first-phase-to-clear when the faulted phase is the second phase-to-clear Figure 129 โ Recovery voltage and current for last-phase-to-clear when the faulted phase is the first-phase-to-clear |
158 | Figure 130 โ Basic circuit for shunt capacitor bank switching |
159 | 9.9 Explanatory notes regarding capacitive current switching tests |
161 | 10.1 Specification |
162 | 10.2 Testing |
163 | Figure 131 โ Example of a tightness coordination chart, TC, for closed pressure systems |
164 | Table 46 โ Sensitivity and applicability of different leak-detection methods for tightness tests |
169 | Table 47 โ Results of a calibration procedure prior to a low temperature test |
170 | 10.3 Cumulative test method and calibration procedure for type tests on closed pressure systems |
173 | Table 16 โ Results of the calibration of the enclosure |
174 | 11.1 Energy for operation to be used during demonstration of the rated operating sequence during short-circuit making and breaking tests |
175 | 11.2 Alternative operating mechanisms |
176 | Figure 64 โ Comparison of reference and alternative mechanical characteristics |
177 | Figure 65 โ Closing operation outside the envelope |
178 | Figure 66 โ Mechanical characteristics during a T100s test |
180 | 12.1 General |
181 | 12.2 Basic considerations |
182 | 12.3 Applicability of type tests at different frequencies |
183 | Table 17 โ Temperature rise tests Table 18 โ Short-time withstand current tests Table 19 โ Peak withstand current tests Table 20 โ Short-circuit making current tests |
184 | Table 21 โ Terminal faults: symmetrical test duties Table 22 โ Terminal faults: asymmetrical test duties Table 23 โ Short-line faults Table 24 โ Capacitive current switching |
185 | 13.1 General 13.2 Arcing time 13.3 Symmetrical currents |
187 | Figure 132 โ Interrupting windows and kp value for three-phase fault in a non effectively earthed system |
188 | Figure 133 โ Three-phase unearthed fault current interruption |
189 | Figure 134 โ Interrupting windows and kp values for three-phase fault to earth in an effectively earthed system at 800 kV and below Figure 135 โ Interrupting windows and kp values for three-phase fault to earth in an effectively earthed system above 800 kV |
190 | Figure 136 โ Simulation of three-phase to earth fault current interruption at 50 Hz |
192 | 13.4 Asymmetrical currents Table 48 โ Example of comparison of rated values against application (Ur = 420 kV) |
194 | Figure 137 โ Case 1 with interruption by a first pole (blue phase) after minor loop of current with intermediate asymmetry |
195 | Figure 138 โ Case 2 with interruption of a last pole-to-clear after a major extended loop of current with required asymmetry and longest arcing time |
196 | Figure 139 โ Case 3 with interruption of a last pole-to-clear after a major extended loop of current with required asymmetry but not the longest arcing time Figure 140 โ Case 4 with interruption by the first pole in the red phase after a major loop of current with required asymmetry and the longest arcing time (for a first-pole-to-clear) |
198 | 13.5 Double earth fault |
199 | Figure 141 โ Representation of a system with a double earth fault |
200 | Figure 142 โ Representation of circuit with double-earth fault |
202 | Figure 143 โ Fault currents relative to the three-phase short-circuit current |
203 | 13.6 Break time |
204 | 14.1 General Figure 144 โ Principle of synthetic testing |
205 | 14.2 Current injection methods Figure 145 โ Typical current injection circuit with voltage circuit in parallel with the test circuit-breaker |
206 | Figure 146 โ Injection timing for current injection scheme with the circuit given in Figure 145 |
207 | Figure 147 โ Examples of the determination of the interval of significant change of arc voltage from the oscillograms |
208 | 14.3 Duplicate transformer circuit Figure 148 โ Transformer or Skeats circuit |
210 | 14.4 Voltage injection methods Figure 149 โ Triggered transformer or Skeats circuit |
211 | Figure 150 โ Typical voltage injection circuit diagram with voltage circuit in parallel with the auxiliary circuit-breaker (simplified diagram) |
212 | Figure 151 โ TRV waveshapes in a voltage injection circuit with the voltage circuit in parallel with the auxiliary circuit-breaker |
213 | 14.5 Current distortion |
214 | Figure 152 โ Direct test circuit, simplified diagram Figure 153 โ Prospective short-circuit current flow Figure 154 โ Distortion current flow |
215 | Figure 155 โ Distortion current |
216 | Figure 156 โ Simplified circuit diagram for high-current interval |
218 | Figure 157 โ Current and arc voltage characteristics for symmetrical current and constant arc voltage |
219 | Figure 158 โ Current and arc voltage characteristics for asymmetrical current and constant arc voltage |
220 | Figure 159 โ Reduction of amplitude and duration of final current loop of arcing for symmetrical current and constant arc voltage |
221 | Figure 160 โ Reduction of amplitude and duration of final current loop of arcing for symmetrical current and linearly rising arc voltage |
222 | Figure 161 โ Reduction of amplitude and duration of final current loop of arcing for asymmetrical current and constant arc voltage |
223 | Figure 162 โ Reduction of amplitude and duration of final current loop of arcing for asymmetrical current and linearly rising arc voltage |
228 | 14.6 Step-by-step method to prolong arcing Figure 163 โ Typical re-ignition circuit diagram for prolonging arc-duration |
229 | 14.7 Examples of the application of the tolerances on the last current loop based on 4.1.2 and 6.109 of IEC 62271-101:2012 Figure 164 โ Typical waveshapes obtained during a symmetrical test using the circuit in Figure 163 |
230 | 15.1 General 15.2 Transport and storage |
231 | 15.3 Installation 15.4 Commissioning |
233 | 15.5 Operation 15.6 Maintenance 15.7 Corrosion: Information regarding service conditions and recommended test requirements |
234 | 15.8 Electromagnetic compatibility on site |
235 | 16.1 General |
236 | 16.2 Shunt reactor switching Figure 75 โ General case for shunt reactor switching |
237 | Figure 76 โ Current chopping phenomena |
238 | Figure 77 โ General case first-pole-to-clear representation |
239 | Figure 78 โ Single phase equivalent circuit for the first-pole-to-clear |
240 | Figure 79 โ Voltage conditions at and after current interruption |
241 | Figure 80 โ Shunt reactor voltage at current interruption |
242 | Table 29 โ Circuit-breaker chopping numbers |
243 | Figure 81 โ Re-ignition at recovery voltage peak for a circuit with low supply side capacitance |
244 | Figure 82 โ Field oscillogram of switching out a 500 kV 135 Mvar solidly earthed shunt reactor |
245 | Figure 83 โ Single-phase equivalent circuit |
246 | Table 30 โ Chopping and re-ignition overvoltage limitation method evaluation for shunt reactor switching |
249 | 16.3 Motor switching |
250 | Figure 84 โ Motor switching equivalent circuit |
251 | Table 31 โ Re-ignition overvoltage limitation method evaluation for motor switching |
253 | 16.4 Unloaded transformer switching |
254 | Figure 165 โ Unloaded transformer switching circuit representation Figure 166 โ Transformer side oscillation (left) and circuit-breaker transient recovery voltage (right) |
256 | Figure 167 โ Re-ignition loop circuit |
257 | 16.5 Shunt reactor characteristics |
258 | Table 32 โ Typical shunt reactor electrical characteristics |
259 | 16.6 System and station characteristics Table 33 โ Connection characteristics for shunt reactor installations |
260 | 16.7 Current chopping level calculation Table 34 โ Capacitance values of various station equipment |
261 | Figure 87 โ Arc characteristic Figure 88 โ Rizkโs equivalent circuit for small current deviations from steady state |
262 | Figure 89 โ Single phase equivalent circuit |
263 | Figure 90 โ Circuit for calculation of arc instability |
265 | 16.8 Application of laboratory test results to actual shunt reactor installations |
267 | Table 35 โ Laboratory test parameters |
268 | Figure 91 โ Initial voltage versus arcing time Figure 92 โ Suppression peak overvoltage versus arcing time Figure 93 โ Calculated chopped current levels versus arcing time Figure 94 โ Calculated chopping numbers versus arcing time |
269 | Figure 95 โ Linear regression for all test points |
271 | Table 36 โ 500 kV circuit-breaker TRVs Table 37 โ 1 000 kV circuit-breaker transient recovery voltages Table 38 โ 500 kV circuit-breaker: maximum re-ignition overvoltage values |
272 | 16.9 Statistical equations for derivation of chopping and re-ignition overvoltages |
273 | 17.1 General 17.2 Normal and special service conditions (refer to Clause 2 of IEC 62271-1:2007) 17.3 Ratings and other system parameters (refer to Clause 4 IEC 62271-1:2007) |
274 | 17.4 Design and construction (refer to Clause 5 of IEC 62271-1:2007) |
275 | 17.5 Documentation for enquiries and tenders |
276 | Annex A (informative) Consideration of DC time constant of the rated short-circuit current in the application of high-voltage circuit-breakers A.1 General A.2 Basic theory |
277 | Figure A.1 โ Simplified single-phase circuit |
278 | Figure A.2 โ Percentage DC component in relation to the time interval from the initiation of the short-circuit for the standard time constants and for the alternative special case time constants (from IEC 62271-100) |
279 | Table A.1 โ X/R values Table A.2 โ Ipeak values |
280 | A.3 Network reduction A.4 Special case time constants |
281 | A.5 Guidance for selecting a circuit-breaker |
283 | Table A.3 โ Comparison of last major current loop parameters for the first-pole-to-clear, case 1 |
284 | Table A.4 โ Comparison of last major current loop parameters for the first-pole-to-clear, case 1: test parameters used for the reference case set at the minimum permissible values |
286 | Table A.5 โ Comparison of last major current loop parameters of the first-pole-to-clear, case 2 |
287 | Table A.6 โ Comparison of last major current loop parameters for the first-pole-to-clear, case 2: test parameters used for the reference case set at the minimum permissible values |
288 | Figure A.3 โ First valid operation in case of three-phase test (ฯ = 45 ms) on a circuit-breaker exhibiting a very short minimum arcing time Figure A.4 โ Second valid operation in case of three-phase test on a circuit-breaker exhibiting a very short minimum arcing time |
289 | Figure A.5 โ Third valid operation in case of three-phase test on a circuit-breaker exhibiting a very short minimum arcing time |
290 | Table A.7 โ 60 Hz comparison between the integral methodand the “I ร t” product method Table A.8 โ 50 Hz comparison between the integral methodand the “I ร t” product method |
291 | A.6 Discussion regarding equivalency |
292 | Figure A.6 โ Plot of 60 Hz currents with indicated DC time constants Figure A.7 โ Plot of 50 Hz currents with indicated DC time constants |
293 | A.7 Current and TRV waveshape adjustments during tests |
294 | Table A.9 โ Example showing the test parameters obtained during a three-phase test when the DC time constant of the test circuit is shorter than the DC time constant of the rated short-circuit current |
295 | Figure A.8 โ Three-phase testing of a circuit-breaker with a DC time constant of the rated short-circuit breaking current longer than the test circuit time constant |
296 | Table A.10 โ Example showing the test parameters obtained during a single-phase test when the DC time constant of the test circuit is longer than the DC time constant of the rated short-circuit current |
297 | Figure A.9 โ Single phase testing of a circuit-breaker with a DC time constant of the rated short-circuit breaking current shorter than the test circuit time constant |
298 | Table A.11 โ Example showing the test parameters obtained during a single-phase test when the DC time constant of the test circuit is shorter than the DC time constantof the rated short-circuit current |
299 | A.8 Conclusions Figure A.10 โ Single-phase testing of a circuit-breaker with a DC time constant of the rated short-circuit breaking current longer than the test circuit time constant |
300 | Annex B (informative) Interruption of currents with delayed zero crossings B.1 General B.2 Faults close to major generation |
301 | Figure B.1 โ Single-line diagram of a power plant substation |
302 | Figure B.2 โ Performance chart (power characteristic) of a large generator Figure B.3 โ Circuit-breaker currents i and arc voltages uarc in case of a three-phase fault following underexcited operation: non-simultaneous fault inception |
303 | Figure B.4 โ Circuit-breaker currents i and arc voltages uarc in case of a three-phase fault following underexcited operation:Simultaneous fault inception at third phase voltage zero Figure B.5 โ Circuit-breaker currents i and arc voltages uarc in case of a three-phase fault following underexcited operation:Simultaneous fault inception at third phase voltage crest |
304 | Figure B.6 โ Circuit-breaker currents i and arc voltages uarc under conditions of a non-simultaneous three-phase fault, underexcitedoperation and failure of a generator transformer |
305 | Figure B.7 โ Circuit-breaker currents i and arc voltages uarc under conditions of a non-simultaneous three-phase fault following full load operation |
306 | Figure B.8 โ Circuit-breaker currents i and arc voltages uarc under conditions of a non-simultaneous three-phase fault following no-load operation |
307 | Figure B.9 โ Circuit-breaker currents i and arc voltages uarc under conditions of unsynchronized closing with 90ยฐ differential angle |
308 | Figure B.10 โ Comparison of TRV test curve for out-of-phase (red) and system-source short-circuit (green) |
309 | Figure B.11 โ Prospective (inherent) current |
310 | Figure B.12 โ Arc voltage-current characteristic for a SF6puffer type interrupter Figure B.13 โ Assessment function e(t) |
311 | Figure B.14 โ Network with contribution from generation and large motor load |
312 | Figure B.15 โ Computer simulation of a three-phase simultaneous fault with contribution from generation and large motor load |
313 | Figure B.16 โ Short-circuit at voltage zero of phase A (maximum DC component in phase A) with transition from three-phase to two-phase fault |
314 | Figure B.17 โ Short-circuit at voltage crest of phase B (phase B totally symmetrical) and transition from three-phase to two-phase fault |
315 | Figure B.18 โ Comparison of current zero crossing with (green) and without (blue) influence of arc voltage |
316 | B.3 Conditions for delayed current zeros on transmission networks |
317 | Figure B.19 โ Recording of delayed current zero on A and B phase in the presence of a line-to-earth fault on C phase |
318 | Figure B.20 โ Influence of arc voltage of SF6 vs. air-blast circuit-breaker |
319 | Figure B.21 โ Earthing of the shunt reactor using a a 100 ฮฉ resistor for 200 ms insertion time |
320 | Annex C (informative) Parallel switching |
321 | Annex D (informative) Application of current limiting reactors D.1 General Figure D.1 โ Current limiting reactor location |
322 | D.2 Pole factor considerations Figure D.2 โ Circuit for kpp calculation |
323 | D.3 Oscillatory component calculation Figure D.3 โ Variation of kpp with ratio XR/X1 Figure D.4 โ Oscillatory circuit for the circuit arrangement of Figure D.1(a) |
324 | Figure D.5 โ Oscillatory circuit for the circuit arrangement of Figure D.1(b) |
325 | Figure D.6 โ Series reactor application case |
326 | Figure D.7 โ TRV calculation circuit Figure D.8 โ Circuit-breaker with T30 source and varying values of CR |
327 | Figure D.9 โ Circuit-breaker TRV with source TRV kaf = 1,4 p.u. (down from 1,54 p.u.) and t3 unchanged at 80 ยตs Figure D.10 โ Circuit-breaker TRV with source TRV kaf unchanged at 1,54 p.u. and t3 increased to 110 ยตs |
328 | D.4 Series reactors on shunt capacitor banks Figure D.11 โ Circuit-breaker TRV with source TRV kaf = 1,4 p.u. and t3 = 110 ยตs |
329 | Annex E (informative) Guidance for short-circuit and switching test procedures for metal-enclosed and dead tank circuit-breakers E.1 General E.2 General description of special features and possible interactions |
332 | Annex F (informative) Current and test-duty combination for capacitive current switching tests F.1 General F.2 Combination rules |
333 | F.3 Examples Table F.1 โ Summary of required test-duties for covering the capacitive current switching without any test-duty combination |
334 | Figure F.1 โ Test-duty 2 combination for Case 1 Table F.2 โ Case where TD2 covers LC2, CC2 and BC2 Table F.3 โ Combination values for the case where TD2 covers only CC2 and BC2 |
335 | Figure F.2 โ TD1 combination for case a) Figure F.3 โ TD1 combination for case b) Table F.4 โ Combination values for case a): the combined TD1 covers CC1 and BC1 |
336 | Figure F.4 โ TD1/TD2 combination for Case 1 Table F.5 โ Combination values for case b): the combined TD1 covers LC1 and CC1 Table F.6 โ Combination values for a TD2 covering LC2, CC1 and BC1 |
337 | Table F.7 โ Summary of the possible test-duty combination for a 145 kV circuit-breaker, tested single-pole according to class C2 |
338 | Table F.8 โ Neutral connection prescriptions for three-phase capacitive tests Table F.9 โ Summary of required test-duties for covering the capacitive current switching without any test duty combination |
339 | Figure F.5 โ TD2 combination for Case 2 Table F.10 โ Combination values for a TD2 covering LC2, CC2 and BC2 Table F.11 โ Values for the additional TD2 for covering only BC2 |
340 | Figure F.6 โ TD1 combination Figure F.7 โ TD1/TD2 combination for Case 2 Table F.12 โ Values for the three a TD1 that shall be performed since no combination is possible |
341 | Table F.13 โ Combination values for a TD2 covering LC2, CC2 and BC1 Table F.14 โ Summary of the possible test-duty combination for a 36 kV circuit-breaker tested under three-phase conditions according to class C2 |
342 | Table F.15 โ Summary of required test-duties for covering the capacitive current switching without any test-duty combination |
343 | Figure F.8 โ TD2 combination for Case 3 Figure F.9 โ TD1 combination for Case 3 Table F.16 โ Combination values for a TD2 covering LC2, CC2 and BC2 |
344 | Table F.17 โ Combination values for a TD1 covering LC1, CC1 and BC1 Table F.18 โ Summary of the possible test-duty combination for a 245 kV circuit-breaker, tested single-phase according to class C1 |
345 | Annex G (informative) Grading capacitors G.1 Grading capacitors Figure G.1 โ Equivalent circuit of a grading capacitor |
346 | Figure G.2 โ Equivalent circuit for determination of tan ฮด, power factor and quality factor Figure G.3 โ Vector diagram of capacitor impedances |
349 | Annex H (informative) Circuit-breakers with opening resistors H.1 General H.2 Background of necessity of overvoltage limitation Figure H.1 โ Typical system configuration for breaking with opening resistors |
350 | H.3 Basic theory on the effect of opening resistors Figure H.2 โ Circuit diagram used for the RLC method, ramp current injection |
351 | Figure H.3 โ Relationship between TRV peak and critical damping |
352 | Figure H.4 โ Approximation by superimposed ramp elements |
354 | Figure H.5 โ Results of calculations done with RLC method |
356 | Figure H.6 โ Example of a calculation of the TRV across the main interrupter for T100 using 700 ฮฉ opening resistors |
357 | Figure H.7 โ Example of a calculation of the TRV across the main interrupter for T10 using 700 ฮฉ opening resistors Figure H.8 โ Typical TRV waveshapes in the time domain using the Laplace transform |
358 | H.4 Review of TRV for circuit-breakers with opening resistors for various interrupting duties |
359 | Figure H.9 โ TRV plots for resistor interrupter for a circuit-breaker with opening resistor in the case of terminal faults |
360 | Figure H.10 โ Typical waveforms for out-of-phase interruption โNetwork 1 without opening resistor |
361 | Figure H.11 โ Typical waveforms for out-of-phase interruption โNetwork 1 with opening resistor (700 ฮฉ) |
362 | Figure H.12 โ Typical waveforms for out-of-phase interruption โNetwork 2 without opening resistor |
363 | Figure H.13 โ Typical waveforms for out-of-phase interruption โNetwork 2 with opening resistor (700 ฮฉ) Table H.1 โ Summary of TRV between main and resistor interrupters after out-of-phase interruption with/without opening resistor |
364 | Table H.2 โ TRV on main interrupter with opening resistor for T100, T60, T30, T10, OP and SLF Ur = 1 100 kV, Isc = 50 kA, R = 700 ฮฉ Table H.3 โ TRV on resistor interrupter for T100s, T60, T30, T10, OP2 and SLF with opening resistor of 700 ฮฉ |
365 | Figure H.14 โ Typical recovery voltage waveshape of capacitive current switching on a circuit-breaker equipped with opening resistors |
366 | H.5 Performance to be verified Figure H.15 โ Recovery voltage waveforms across the resistor interrupter during capacitive current switching by a circuit-breaker with opening resistors |
367 | Figure H.16 โ Timing sequence of a circuit-breaker with opening resistor |
368 | Figure H.17 โ Voltage waveshapes for line-charging current breaking operations |
369 | H.6 Time sequence of main and resistor interrupters |
370 | H.7 Current carrying performance H.8 Dielectric performance during breaking tests H.9 Characteristics of opening resistors |
371 | Table H.4 โ Example of calculated values on main and resistor interrupter |
372 | Annex I (informative) Circuit-breaker history |
373 | Figure I.1 โ Manufacturing timelines of different circuit-breaker types |