The integral form of the original circuital law is a line integral of the magnetic field around some closed curve ( arbitrary but must be closed ).
32.
Thus the normals allow the calculation of the relative surface heights of the line on the object using a line integral, if we assume a continuous surface.
33.
Because inertial motion in curved spacetimes lacks the simple expression it has in SR, the line integral form of the proper time equation must always be used.
34.
Since, from Maxwell's equations, curl H = J, the closed line integral of H�dl evaluates to the total current passing through the surface.
35.
Line integrals of vector fields are independent of the parametrization "'r "'in absolute value, but they do depend on its orientation.
36.
For the closed curve enclosing origin, circulation ( line integral of velocity field ) \ Gamma = K and for any other closed curves, \ Gamma = 0
37.
The sign of the line integral is based on the right-hand rule for the choice of direction of line element d "'s " '.
38.
I'm trying to derive this formula by using a line integral, but I'm getting a different result, so I must be doing something wrong.
39.
For a particular angle one must solve the line integral for the ray with origin at the intersection point of the line P 0 P 1 with the circular object plane.
40.
A " line integral " ( sometimes called a " path integral " ) is an integral where the function to be integrated is evaluated along a curve.
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