2D Born-Infeld electrostatic fields
Rafael Ferraro
Abstract
The electrostatic configurations of the Born-Infeld field in the 2-dimensional Euclidean plane are obtained by means of a non-analytical complex mapping which captures the structure of equipotential and field lines. The electrostatic field reaches the Born-Infeld limit value when the field lines become tangent to an epicycloid around the origin. The total energy by unit of length remains finite.
Create a lesson
Related papers
Late-time electric screening in dS from EAdS loops
Ernesto Bianchi, Sacha Ployet, Charlotte Sleight et al.
Imaginary HTEE: Probing Criticality and Coherence
M. Ali-Akbari, M. M. Daryaei Goki
Carrollian Yang-Mills theories in the homogeneous temporal gauge
Carmelo P. Martin
Black Strings and Black Holes: Worldsheet Spectra and Near-Extremal Limits
Ziyi Li
Giant Graviton Expansions from Symmetric Functions and Free Fermions
Min-xin Huang
Geometry and holography of AdS2×S2: towards the field theory dual
Miroslava Mosso Rojas, Anayeli Ramirez