The Alternating Direction Iterative of Static Electric Field for Axial Symmetric Charge Distribution

The Alternating Direction Iterative of Static Electromagnetic Field for Axial Symmetric Charge Distribution

“…E(z) = E z (0, z) and B(z) = B z (0, z) in the (10) and (13). The equations (9), (10), (11), (12), (13) and (14) show that the axial symmetric, contains axial symmetric charge distribution and static state electromagnetic field E φ (r, z) and B φ (r, z) are identically vanishing.…”

“…To optimize algorithm and improve computational efficiency, this writer built a precise theoretical model and gave a computational method with high performance. Not long ago, the authors studied the electric field generated by a point charge, the fifth and sixth power of charge distribution in sphere symmetry using the method [9][10][11][12][13]. Under the circumstances of axial symmetric and without charge current distribution and static electromagnetic field that is limited and differentiable on the symmetric axis, using Maxwell's equations and calculus gives a kind of evolutionary computing method and its results in the series form.…”