Bernoulli potential in type-I and weak type-II supercoductors: II. Surface dipole

Abstract

The Budd-Vannimenus theorem is modified to apply to superconductors in the Meissner state. The obtained identity links the surface value of the electrostatic potential to the density of free energy at the surface which allows one to evaluate the electrostatic potential observed via the capacitive pickup without the explicit solution of the charge profile.

7 pages, 1 figure

References in corpus (5)

• Electrostatics of Vortices in Type II Superconductors
• Charged Vortices in High Temperature Superconductors Probed by NMR
• Electrostatic potential in a superconductor
• Bernoulli potential at a superconductor surface
• Bernoulli potential in type-I and weak type-II superconductors: I. Surface charge

Cited by in corpus (6)

• Surface energy and magneto-capacitance of superconductors under electric field bias
• Bernoulli potential in type-I and weak type-II superconductors: III. Electrostatic potential above the vortex lattice
• Vortex Penetration into a Type II Superconductor due to a Mesoscopic External Current
• Interaction between ionic lattices and superconducting condensates
• The concept of correlated density and its application
• Boundary condition for Ginzburg-Landau theory of superconducting layers