Partial discharge measurements and IEC standards: Justification of the use for their inclusion in afterlaying test for extruded cable systems Mirza Batalović, Dejan Bešlija, Mirsad Kapetanović Myoung-Hoo Kim, Kyong-Hoe Kim Faculty of Electrical Engineering Department of Power Engineering Sarajevo, Bosnia and Herzegovina E-mail: [email protected] ILJIN Electric Co. Ltd Suwon, South Korea E-mail:[email protected] Abstract—Partial discharges, as their name states, only partially bridge a small portion of electrical insulation in the form of a tiny electrical arcs, which burn inside the defects that could appear in insulation system. Because of the fact that extruded cable system insulation is very sensitive on partial discharge activities detection vise, partial discharge measurements could be used as a powerful diagnostic tool in evaluating the actual condition of cable system through measuring procedures during afterlaying tests. If such procedures would be included in standards, they would provide an effective way to identify and detect the defects that might appear during the cable system installation and to forestall their appearance during exploitation, ultimately reducing the probability of failure. Very first aim of this paper is to address some shortcomings of current IEC standards related to analyses of cable systems with polymer insulation (IEC 60840 and IEC 62067). In order to justify these statements, a review of a recent alignment between IEC 60840 and IEC 62067, simulation support, using the contemporary software tool (COMSOL Mph), backed up with experimental results for two artificially induced defects in cable accessories, are provided in this paper. Keywords—Partial discharges; IEC standards; Afterlaying test I. INTRODUCTION The population growth in urban areas represents a direct and consequent relation with growth of energy consumption, which is the reason why the use of power cables is nowadays steadily increasing. Another reason for the power cable implementation enhancement lays in the fact that a large number of subsistent cable networks has almost reached the end of their life cycle and therefore must be replaced [1]. In order to ensure a greater level of reliability of correct operation and lower life cycle costs, various tests for medium and high voltage cables are performed [2]. The implementation of these tests starts from the early design phase of the cable/cable accessory, up to the installation phase. The installation phase covers prequalification tests, type and routine tests, as well as a test after installation, also known as an afterlaying test. In current international standards that cover after-installation tests of extruded cable systems: IEC 60840:2011 (fourth edition, for cables of rated voltages from 30 kV (Um = 36 kV) up to 150 DELING Tuzla – The smart way to energy – Designing Engineering Production Assembly kV (Um =170 kV) [3] and IEC 62067:2011 (second edition, for rated voltages above 150 kV up to 500 kV (Um = 550 kV) [4], partial discharge (PD) measurements are actually not required, even though they are recommended by appropriate IEEE and CIGRE documents [5,6]. The research proposed inside the frames of this work through a simulation of two types of defects in cable accessories, resulting from bad design and improper handling, backed up with experimental results, have the main goal to present the benefits of PD testing and use of PD measurements in afterlaying test for extruded cable systems. II. RELEVANT STANDARDS During the last revision, the above mentioned IEC standards have been aligned. The following text gives an overview of the issues covered by these standards and latest adjustments [2]. A. IEC 60840 This international standard considers extruded cable systems and their accessories concerning voltages in the range from 30 to 150 kV. It describes the various tests to be performed for routine, sample and type tests [3]. Latest alignment between IEC 60840 and IEC 62067 lies in the fact that some tests that used to exist only in IEC 62067 have been introduced in IEC 60840. Those are prequalification tests intended for cable designs with high electrical field stressing. Also, cables/cable accessories, which do not pass these procedures regarding high-field stress, can now only be tested on the basis of a system approach. On the other hand, cables/cable accessories, which passed this highstress testing, can still be type tested. Type tests for both these categories, high-stressed cable systems and normal-stressed cable systems and accessories, consist of checking of insulation thickness, a bending test, semi-conductive resistivity screen measurements, PD tests, tanδ measurements, heating cycles under voltage application, impulse voltage tests and an AC voltage withstand test. The non-electrical type tests are considering material characteristics for various material types used in cable systems. B. IEC 62067 This international standard treats extruded cable systems and describes the various tests to be performed in routine, sample and type tests [4]. IEC 62067 has been aligned with 60840. The only contrast lies in the fact that IEC 60840 differentiates between high-stressed and normal-stressed cable designs, while this standard recognizes only high-stressed cable designs and for that reason exclusively accepts testing on a system basis. The electrical type tests covered by this standard are in line with the corresponding ones in IEC 60840. Also, a pre-qualification test is mandatory in addition to type tests. This test is needed for a satisfactory long term performance of cable systems (cables/cable accessories). Regarding type test for both IEC 60840 and IEC 62067, alignment of the shape of suitable AC test voltage and its duration time has been accomplished [7]: substantially sinusoidal waveform; frequency between 20 and 300 Hz; time of voltage application equal to 1 hour. While IEC 60840 and IEC 62067 provide basic guidance on the waveform, frequency and defined voltage to be applied during the overvoltage test, there is still no standard defined procedure for PD measurements concerning after-installation tests. [8]. III. THE BENEFITS OF ON-SITE PD MEASUREMENTS Even though each single cable/cable accessory has passed the procedure of typical and routine tests in the factory, and is then considered to be "healthy", free from any kind of defects, there is still the risk of defects that could appear as a result of damages generated during transport, storing and installation, or damages that result from imperfection of an on-site cable accessory assembling process [9-13]. For all these reasons appropriate tests are being performed on cable systems after their installation [3-5, 14]. Due to the fact that the polymer cable insulation is very sensitive on PD activities, after-installation tests of the insulation can focus on defects in cable accessories, e.g. interfacial problems, improper positioning of the joint, cuts or scratches, contaminations in the form of foreign conductive particles, dust etc. Usually this type of defects does not lead to breakdown within testing time, which instead leads to a greater risk of breakdown later in service. In order to reduce the risk, sensitive on-site PD measurements would be desirable [15-17]. In respect of entire power system networks, from the data provided from investigations in some countries [9], it is obvious that the distribution network is responsible for the great percentage of outages in power supply. The majority of time during which customers are without supply relates to failures of medium voltage cables, more precise on the cable accessory (cable joints and terminations). Statistics show that more than 60 % of breakdowns of the cable system network are caused by internal defects appearing inside the insulation of power cable network [9]. Accordingly, two typical insulation defects, resulting from poor workmanship during the installation and assembling process of cable accessories, are simulated: Missing of a part of the semi-conductive screen in the cable joint - Defect 1; Electrode bounded void - Defect 2. The main purpose of these simulations is to show the conditions in the electrical insulation by comparing the defect and "healthy" cable state in regard of electrical field stresses. IV. ELECTRIC FIELD SIMULATION AND LABORATORY TESTING RESULTS A. Missing of a part of semi-conductive screen in the cable joint - Defect 1 The defect in the form of a missing part of the semiconductive screen is illustrated in Fig.1. The missing part of the semi-conductive screen inside the cable joint results in an electric field increase on the edge of the removed semiconductive screen [6]. This causes surface discharges that occur at the edge of the outer semi-conductive screen and across the dielectric surface made of XLPE (Cross Linked Polyethylene). Surface discharges present on the interface air/XLPE could lead to degradation of XLPE. This process is associated with chemical changes of the polymer surface resulting with formation of crystals on the polymer insulation [9]. In the area of crystal clusters, higher electric field strength results in higher PD activity. After a certain period of time, the treeing process would be triggered and such activity would consequently lead to erosion of the insulating material surface. 1) Simulation results The simulation tool used to address the conditions regarding the presence of defects inside the electric insulation and its comparison with a "healthy" cable, free from any kind of defects, was COMSOL Mph version 4.3. The model was prepared using the AC/DC module, covering electrostatic issues and stationary problems. The governing equation of the used simulation model is: 𝑑𝑖𝑣𝑫 = 𝜌 (1) where D is the electric displacement field and ρ is the free charge density. If non-dispersive, linear and isotropic dielectric insulation is assumed, exposed to slowly varying fields, (1) can be written in the following form: −∇dε0 εr ∇𝑉 = 𝑑𝜌 (2) where V is the applied electric potential, d represents the thickness of the sample, and ε0 and εr are dielectric constants of vacuum and the used insulating material. The cross-section of the cable/cable accessory part is modeled in the RZ plane, which means that the cross-section of the structure is rotating around an axis of symmetry, Fig.2. Fig. 1. Schematic view of the missing part of the semi-conductive layer next to the cable joint. Fig. 4. Electric field distribution for the cable with Defect 1, V0 = 35 kV Graph A in Fig. 5 represents the electric field strength for the "healthy" cable, in the direction of the potential defect site. It can be seen that the electric field magnitude reaches the value of 3.6 MV/m at potential defect site, while in the case of a defect that occurred in the same direction, the electric field magnitude increases by approx. 1.2 MV/m, as shown in Fig. 6. The epilogue of these conditions is higher electrical stress at a location with weaker insulating strength, which could trigger PD activity. Fig. 2. Cross-section of the cable accessory with presence of Defect 1 For the purpose of comparison of conditions regarding electrical field stresses inside the insulation, the electrical field strength distribution for the "healthy" cable and the one with a defect in the form of a missing part of the semi-conductive layer, are shown in Fig. 3 and Fig. 4, respectively. It is clear that the insulation is more stressed in the region of the defect site compared with the "healthy" cable insulation. 2) Experimental testing results Laboratory testing results in case of Defect 1 are given in Fig. 7. As can be noticed, for this artificially induced defect, the PD inception voltage equals 22 kV. At this value of applied voltage, the basic level of PD activity is always present and it does not change significantly with voltage rise. This type of defect allows to be tested up to the value of 2U0, when compared to insulation with certain types of defects, which experience breakdown before the voltage could be raised up to the maximum testing value. B. Electrode bounded void - Defect 2 Fig. 3. Electric field distribution for the “healthy” cable, V0 = 35 kV The presence of gas-filled voids in the form of spherical or elliptical shapes is frequent [6]. By subjecting the insulation system to the voltage source, voids become more electrically stressed than the surrounding insulating media. The reason for that lies in the fact that gas has a lower dielectric constant than the surrounding insulation material. Also, shape and location of the void have an impact on the field enhancement factor inside the void. Accordingly, there are two types of voids: dielectric bounded cavity with two dielectric walls, as shown in Fig. 8a, and electrode bounded cavity with one dielectric and one electrode wall, Fig. 8b. An electrode bounded void can appear in the area between cable insulation and the semi-conductive screen. This type of void is orriented in the direction of the tangential electric field component and also produces a noticeable field concentration after breakdown occurs. The presence of this type of defect in the insulation can result in total insulation breakdown due to degradation of insulating material, which depends on electric field strength, type of insulating material and PD magnitude [18]. 1) Simulation results According to previous investigations [19], Paschen’s curve is completely sufficient for determining of dielectric strength of small voids in solid insulation, as a function of the product of distance and pressure. According to Paschen’s curve, the dielectric strength of a gas-filled void equals to 3 kV/mm or peak value of 4.24 kV/mm. For that reason, it is important to know the electric field distribution inside the void, or in the direction of the defect site, in order to confirm the electric field strength increase. The cross-section of the cable/cable accessory part for this type of defect is modeled analogue to Defect 1, Fig. 9. Even in case of such small dimensions of a defect, an increase of electric field stress is present during normal operating conditions in the direction of the defect site. Fig. 7. Results from PD measurements for Defect 1 Fig. 8 a – dielectric bounded void; b – electrode bounded void Fig. 10 depicts visually these conditions, while Fig. 11 graphically confirms it. As can be noticed, in the direction of the potential site for this type of defect, the electrical stress was 2.9 MV/m, Graph B in Fig. 5. In this case, the electrical stress in the direction of the defect site approaches 4.9 MV/m. That means an increase of the electric field by the amount of 2 MV/m inside the weak spot of insulation. Fig. 5. Electric field distribution in a potential defect site along referent line, Defect 1 - blue line, Defect 2 - dashed green line, V0 = 35 kV Fig. 9. Cross-section of the cable accessory with presence of Defect 2 Fig. 6. Electric field distribution in the direction of the Defect 1 site along the referent line – black dashed line, Fig.4, V0= 35 kV Fig. 10. Electric field distribution for Defect 2, V0 = 35 kV Fig. 11. Electric field distribution in the direction of the Defect 2 site along the referent line – black line, Fig. 10, V0= 35 kV 2) Experimental testing results Fig. 12 shows the results of PD measurements for Defect 2 in the form of an electrode bounded void. It can be noticed, that for this type of defect, the PD magnitude of 10 pC when only 5 kV of the testing voltage 35 kV is applied. The base value of the PD magnitude does not fall below 1000 pC. It must be emphasized that the voids are very small in volume, with a large pressure building up inside them in a short period of time, which is the reason why there are discharges in the amount of 1000 pC at only 7 kV of the applied voltage. If the time distribution of these PD pulses in relation to the applied sinusoidal voltage signal is observed, Fig. 13, it is obvious that there are more PD activities detected during the positive period of the sinusoidal voltage wave. The reason for that lies in the fact that once PD occurs inside a void, it becomes ionized and for the next discharge to occur, less time and a lower value of inception voltage is needed. Fig. 12. Results from PD measurements for Defect 2 Fig.13. Visual display of the time distribution of generated PD pulses during laboratory testing for Defect 2 It should be emphasized that in practice small voids represent a common occurrence (manifestation). V. CONCLUSIONS According to the performed investigation and results presented inside the frames of this paper the following conclusions are drawn: 1) It is known that certain types of defects can occur inside the insulation of cables/cable accessories during the process of storage, transport and poor on-site workmanship. Consequently, PD can occur inside or in the direction of the defect site. PD's cause insulation degradation and early failures of the cable system. These defects could be detected if the cable system would be tested on PDs in an afterlaying test. Thereby, more information about the actual condition of new installed cable systems would be provided and cable network managers would be able to give more precise estimation of the reliability of power cable networks. International standards IEC 60840 and IEC 62067 still do not define procedures for PD measurements during afterlaying test. 2) Two typical installation defects are investigated in this paper. The investigation is performed using simulation and laboratory testing. The results of the numerical calculations for the electric field strength for both models, undoubtedly point out that analyzed defects cause increased electric stresses inside the cable system insulation. This fact is confirmed by PD measurements in laboratory tests performed on models with analogue artificially induced defects. [6] Future work on this issue should involve further study of these types of defects regarding their dimensions, as well as more different types of defects, in order to obtain more information and knowledge about their nature. The main intention of the investigation presented in this paper was to emphasize the benefits of PD testing and especially the use of PD measurements in afterlaying tests for extruded cable systems. [11] REFERENCES [14] [1] [2] [3] [4] [5] M. Batalović, K. Sokolija, M. Hadžialić, N. 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