Introduction to Vector Analysis: With Many Fully Worked Examples and Some Applications to Dynamics and Physics |
Contents
ADDITION | 1 |
6 On the determination of the direction of | 13 |
9 Vector equation of a straight line passing | 19 |
Copyright | |
36 other sections not shown
Common terms and phrases
a₁ angular points axes axial vector b₁ b₂ c₁ centre Chap circle coefficients constant coordinates curl curve d²r/dt² da/dt dicular differential direction cosines displacement do/dt dr/dt ellipse equal equation expression f₁ f₂ forces given point given vector grad Let OA=a m₁ magnitude and direction n₁ OC=c opposite direction origin osculating plane P₁ P₂ parallel parallelepiped parallelogram perpen perpendicular polar vector positive Q multiplied r₁ radius rectangular referred represents respectively resultant couple right angles rigid body rotation scalar components scalar function scalar magnitude scalar product scalar quantity scalar value Sect straight line suffix tangent terminal point three vectors triangle unit vector vanishes variable vector multiplication vector perpendicular vector product vectors drawn vectors OA velocity г₁