By Prof M S Naidu, Prof V Kamaraju

The textual content is intended for the senior Undergraduate or Postgraduate pupil of electric or electric and Electronics Engineering who has opted for a path on High-Voltage Engineering. The publication discusses the state-of-the paintings in HVE structures in information. Written in basic and pedagogical demeanour, the content material offers a holistic realizing to the reader of the inception, operating rules, merits and drawbacks of HVE rules and structures. The e-book has been designed retaining the necessities from a amateur engineer in point of view and therefore a lot care has been taken to supply the newest updates from the sector

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When the field configuration is two-dimensional and has axial symmetry. REFERENCES 1. , High Voltage Technology, Oxford University Press, Oxford (1967). 2. , Electromagnetic Fields, McGraw-Hill, New York (1960). 3. S. , High Voltage Engineering Fundamentals, (2nd edition), Butterworths Heinemann (2000). 4. , Introductory Engineering Electromagnetics, Addison-Wesley (1971). 5. K. , Finite Elements in Electrical and Magnetic Field Problems, Wiley-Interscience Publication, John Wiley and Sons, New York (1980).

The central electrode is connected to the ground through the high resistance of an electrometer amplifier having an input resistance of 109 to 1013 ohms. The guard electrode is directly earthed. The electrometer amplifier measures currents in the range 10−14 to 10−8 A. The electrode system is placed in an ionization chamber which is either a metal chamber made of chromium-plated mild steel or stainless steel, or a glass chamber. The electrodes are usually made of brass or stainless steel. The chamber is evacuated to a very high vacuum of the order of 10−4 to 10−6 torr.

4. A numerical method to determine electric field in a multi-conductor geometry is (a) electrolytic tank method (b) resistance analog method (c) finite element method (d) Laplace equation method 5. Most suitable numerical method to solve electrostatic field problems is (a) Laplace equation method (b) charge simulation method (c) finite difference method (d) resistance analog method 6. Open geometry does not pose any problem with (a) boundary element method (b) charge simulation method (c) finite difference method (d) resistance analog method 7.

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