Vector Analysis: A Text-book for the Use of Students of Mathematics and PhysicsYale University Press, 1931 - 436 sivua |
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a b c a₁ a₂ angle angular velocity antecedents axes axis b₁ b₂ c₁ C₂ center of gravity collinear components consequently constant coördinates coplanar cosine curl definition denoted derivative differential direction distributive law divergence dv₂ dyadic dyads equal expressed in terms f₁ finite force formulæ function of position geometric given Hence line integral linear magnitude multiplied negative obtained operator origin parallel parallelogram perpendicular plane position in space potential radius vector reciprocal system region resultant rigid body rotation scalar coefficients scalar function scalar product scalar triple product sides sphere surface integral Sw.dr tetrahedron theorem three non-coplanar vectors three vectors tion triangle unit vectors unknown vector V₁ v₂ vanishes vector drawn vector equation vector function vector product zero ду дх