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Why Vector Analysis?
Introduction to Vectors
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amperes applied axis boundary conditions Cartesian chapter charge density closed path closed surface co-ordinate system components constant curl curl curl F current density curve cylindrical co-ordinates defined definition derivative differential equations div F divergence divergence theorem dot product dx dy dy dz electric field intensity electromagnetic field electron electrostatic field enclosed equal example EXERCISES expression finite flux density function of position given gives gradient identity Laplace's equation line integral loop magnetic field magnitude Maxwell's equations medium metre normal flux obtained plane point charge problem radius reader rectangular co-ordinates result right angles right-hand scalar and vector scalar function scalar potential scalar product shown in Fig solution space static surface integral theorem tion transformation unit vector vector analysis vector F vector field vector function VECTOR LAPLACIAN vector potential vector product vector quantities velocity write zero