Vector and Tensor Analysis |
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acceleration angle apply assume becomes body boundary bounded called charge choose closed components condition consider constant continuous coordinate system covariant curvature curve define derivative determinant differential direction distance ds ds dt dt element equal equation Example exists əyi field Find fixed fluid force function geodesic given Hence integral invariant length Let us consider mass motion moving normal obtain origin parallel particle perpendicular plane position potential Problems Prove radius reduces relative represents respect result rotation satisfies scalar solution space speed sphere spherical surface tangent tangent vector tensor term theorem tion transformation unit vector velocity volume yields zero Әх ди მე მყ