An Introduction to Vector Analysis for Physicists and Engineers |
Contents
CHAP PAGE | 1 |
THE PRODUCTS OF VECTORS | 14 |
THE DIFFERENTIATION OF VECTORS | 29 |
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Common terms and phrases
angular velocity axes axis calculate cartesian circuit closed curve closed path commutative components constant curl curl curl H current density differential displacement distribution div grad divergence dyadic electric force electromagnetic Equation example expressed fluid flux lines geometric gives grad div grad k/r gradient greatest rate Hence lamellar field level surfaces line integral magnetic field magnetic force magnitude and direction matrix normal operations perpendicular physical point-function positive r₁ radius vector rate of increase reader relation rotation round any closed scalar algebra scalar field scalar function scalar potential scalar product Scalar quantities shown solenoidal solid angle space subtended surface integral tensor theorem tion triple product unit area unit vectors V₁ V₂ V₂k vector algebra vector analysis vector area vector field vector point function vector potential vector product vector quantities zero ΑΠ дх ду მე