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Tag Archives: significance of gradient
London equations: explanation of flux penetration
As we have already derived the London equations in last article. Now let us explain the flux penetration (Meissner effect) from London equations: To explain Meissner effect from London equations consider the differential form of Ampere’s circuital law: del x … Continue reading
Posted in Superconductivity
Tagged definition london penetration depth, explanation of meissner effect using london equations, flux penetration and london equations, importance helmholtz theorem, london penetration depth, london penetration depth dependence on temperature, meissner effect and london equations, relation london penetration depth with temperature, significance of gradient, what is london penetration depth
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Del operator and gradient
DEL OPERATOR Vector differential operator `del’ is represented by a symbol . Its another name is `nabla’. For three dimensional case, it is defined as = id/dx + jd/dy + kd/dz where I, j, k are unit vectors in the … Continue reading
Posted in Electromagnetism
Tagged conservative field, define conservative field, define del operator, definition lamellar vector field, del operator, example of lamellar vector field, gradient of scalar, lamellar vector, nabla operator, name the three operations of del, noncurl field, significance of gradient, what is del operator, what is lamellar vector field
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