BSI PD IEC TS 62836:2020
$142.49
Measurement of internal electric field in insulating materials. Pressure wave propagation method
Published By | Publication Date | Number of Pages |
BSI | 2020 | 32 |
This document provides an efficient and reliable procedure to test the internal electric field in the insulating materials used for high-voltage applications, using the pressure wave propagation (PWP) method. It is suitable for a sample with homogeneous insulating materials and an electric field higher than 1 kV/mm, but it is also dependent on the thickness of the sample and the pressure wave generator.
PDF Catalog
PDF Pages | PDF Title |
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2 | undefined |
4 | CONTENTS |
6 | FOREWORD |
8 | INTRODUCTION |
9 | 1 Scope 2 Normative references 3 Terms, definitions and abbreviated terms 3.1 Terms and definitions 3.2 Abbreviated terms |
10 | 4 Principle of the method |
11 | Figures Figure 1 – Principle of the PWP method |
12 | 5 Samples 6 Electrode materials 7 Pressure pulse wave generation |
13 | 8 Set-up of the measurement Figure 2 – Measurement set-up for the PWP method Figure 3 – Sample of circuit to protect the amplifier from damage by a small discharge on the sample |
14 | 9 Calibrating the electric field 10 Measurement procedure |
15 | 11 Data processing for the experimental measurement |
16 | 12 Measurement examples 12.1 Samples 12.2 Pressure pulse generation 12.3 Calibration of sample and signal Figure 4 – Measured current signal under –5,8 kV |
17 | 12.4 Testing sample and experimental results Figure 5 – First measured current signal (< 1 min) Figure 6 – Measured current signal under –46,4 kV, after 1,5 h under high voltage |
18 | Figure 7 – Measured current signal without applied voltage, after 1,5 h under high voltage Figure 8 – Internal electric field distribution under –5,8 kV |
19 | Figure 9 – Internal electric field distribution under –46,4 kV, at the initial state Figure 10 – Internal electric field distribution under –46,4 kV, after 1,5 h under high voltage |
20 | Figure 11 – Internal electric field distribution without applied voltage after 1,5 h under high voltage |
21 | Annex A (informative)Preconditional method of the original signal for the PWP method A.1 Simple integration limitation Figure A.1 – Comparison between practical and perfect pressure pulses |
22 | A.2 Analysis of the resiliency effect and correction procedure Figure A.2 – Original signal of the sample free of charge under moderate voltage |
23 | A.3 Example of the correction procedure on a PE sample Figure A.3 – Comparison between original and corrected reference signals with a sample free of charge under moderate voltage |
24 | A.4 Estimation of the correction coefficients Figure A.4 – Electric field in a sample under voltage with space charge calculated from original and corrected signals |
25 | Figure A.5 – Geometrical characteristics of the reference signal for the correction coefficient estimation Figure A.6 – Reference signal corrected with coefficients graphically obtained and adjusted |
26 | A.5 MATLAB® code Figure A.7 – Electric field in a sample under voltage with space charge calculated with graphically obtained coefficient and adjusted coefficient Table A.1 – Variants of symbols used in the text |
28 | Annex B (informative)Linearity verification of the measuring system B.1 Linearity verification B.2 Sample conditions B.3 Linearity verification procedure B.4 Example of linearity verification |
29 | Figure B.1 – Voltage signals obtained from the oscilloscope by the amplifier with different amplifications Figure B.2 – Current signals induced by the sample, considering the input impedance and the amplification of the amplifier |
30 | Figure B.3 – Relationship between the measured current peak of the first electrode and applied voltage |