Revision #762 → #1139 · back to history
addedCurl (informal)28c059018c21
addedIrrotational vector field9b99c14bf3bc
addedStokes' theorem (curl form)bcef3e8d0890
addedCurl operator93c665fe31e9
addedCurl via line integral (component definition)680f14d48079
addedCurl at a point via boundary line integrala60bfba11791
addedKelvin–Stokes theorem7baa4e6bbeff
addedCurl via surface integral over a shellca29f7844d7e
addedCurl as twice the rotation vectorb704c4141f2c
addedCurl in curvilinear orthogonal coordinatesbd6b9e8d6129
addedCurl in Cartesian coordinates4efce9248ff3
addedInvariance under proper rotationsa53b55219520
addedCurl in general coordinate system7cc757c900a0
addedCurl via exterior derivative9552d0e1e02f
addedBall in a fluid flow219cda3bc863
addedRotating uniform vector field19e332f2c473
addedNon-uniform rotational field5c2b5255ed51
addedCurl of rotating disk velocity field7367abdfef2c
addedCurl of force field and torque7e042536c893
addedMaxwell's equations using curl562a32970b08
addedCurl of a cross product200ecfe27f9a
addedCross product with curl (Feynman notation)4f65cd0e5992
addedCurl of curl and vector Laplacian191eef6b7c04
addedCurl of a gradient is zero886d0c979927
addedDivergence of curl is zero194fcef129fe
addedCurl of scalar times vector field28dd35fc64ff
addedDifferential k-forms in 3 dimensionsbbb1f108aac5
addedExterior derivative5031c653d8bd
addedd squared equals zero32b5ad16aeb8
addedHodge duality on R^378b4f42151be
addedgrad, curl, div from exterior derivative88c1bff01a2a
addedCurl as 2-vector field (geometric)88d9b4608cb1
addedCurl of 2D-dependent 3D vector field0ff217a7de21
addedExistence of vector potential740a6e547525
addedNon-uniqueness of inverse curl45c1233f5fd1