If a voltage is applied for a very short time of the order of 10-8 seconds, the dielectric strength of the specimen increases rapidly to an upper limit known as ______.
intrinsic dielectric strength
Dielectric strength is a measure of the electrical insulation capability of a material. It represents the maximum electric field that a material can withstand under specific conditions without breaking down and allowing current to flow.
The breakdown process in dielectric materials is not instantaneous and depends on the duration for which the voltage is applied. Different breakdown mechanisms occur over different timescales.
When a voltage is applied for a very short duration, specifically of the order of \(10^{-8}\) seconds or less, slower breakdown mechanisms like thermal breakdown, treeing, tracking, or electromechanical stress do not have enough time to develop. Breakdown under such rapid application is primarily due to electronic processes within the material.
This rapid breakdown, governed by the material's atomic and molecular structure and the behavior of free electrons, leads to what is known as intrinsic dielectric strength. It is considered the theoretical upper limit of the dielectric strength for a pure material under ideal conditions, as it avoids the influence of defects, impurities, and slower degradation processes.
Therefore, if a voltage is applied for a very short time of the order of \(10^{-8}\) seconds, the dielectric strength of the specimen increases rapidly to an upper limit known as intrinsic dielectric strength.
Considering the very short time scale mentioned (\(10^{-8}\) seconds), the breakdown mechanism involved is intrinsic breakdown.
Three point charges q are placed at the corners of an equilateral triangle. Another point charge −Q is placed at the centroid of the triangle. If the force on each of the charges q vanishes, then the ratio Q/q is
The components of the electric field, in a region of space devoid of any charge or current sources, are given to be E i= a i+ Σ j=1,2,3 bij xj , where a iand b ij are constants independent of the coordinates. The number of independent components of the matrix b ij , is
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