curl tâv (#) Fr.: rotationnel A vector → operator which is the vector product of the
→ del operator with a vector function.
For a three-dimensional function, it is equal to the sum of the vector products of the
unit vectors and → partial derivatives in each of
the component directions: Etymology (EN): Metathesis of crulle “curly,” probably from an unrecorded O.E. word or from M.Du. krul “curly.” Etymology (PE): Tâv, variants tow, tâb “twist, swing,” from tâbidan “to spin, to twist.” |