Classical Electrodynamics

By J. D. Jackson. 2020

Citations in the corpus

• Cormorant: Covariant Molecular Neural Networks (2019, neutral): “In particular, the full electrostatic energy between two sets of charges A and B separated by a vector r = ( r, θ, φ ) expressed in multipole form [Jackson, 1999] is Note the generality of this formula: the (cid:96) = (cid:96) (cid:48) = 1 case covers the dipole/dipole interaction (2), the (cid:96)…”
• Radiation reaction of a classical quasi-rigid extended particle (2005, unknown): “As a result, the total power of electromagnetic forces differs from the product F em · v.”
• Quantum-Spacetime Phenomenology (2008, unknown): “An important point for these analyses [306, 309, 378] is the observation that in the conventional (Lorentz-invariant) description of synchrotron radiation one can estimate the characteristic energy Ec of the radiation through a semi-heuristic derivation [300] leading to the formula Ec ≃ 1 R · δ · [v”
• Spherical whispering‐gallery‐mode microresonators (2010, unknown): “To solve the electromagnetic problem we use the so-called Hansen’s method [41] where solutions of the vectorial Helmholtz equation have an angular dependence described by vectorial spherical harmonics [42] defined as:”
• Colloquium: Artificial spin ice : Designing and imaging magnetic frustration (2013, unknown): “10(a)], which is in turn equivalent to a dumbbell of moment " and length d and therefore of equal and opposite magnetic charge of size "=d (Jackson, 1998).”
• Mimetic finite difference method (2014, unknown): “In electromagnetism, the tangential component of E and the normal component of B are continuous across media discontinuities [155,176,248].”
• Unidirectional reflectionless light propagation at exceptional points (2017, unknown): “[12] was based on multiscale asymptotic techniques and the rotating wave approximation [40].”
• Liquid Crystal Colloids (2017, unknown): “Multipole expansion, which physicists and engineers learn as part of an undergraduate-level introduction to electromagnetism (19), is widely used in many branches of physics and”
• Computation of Losses in HTS Under the Action of Varying Magnetic Fields and Currents (2013, unknown): “Equation (9) also applies to normal conductors (see [69], page 258).”