Van der Waals torque and force between anisotropic topological insulator slabs
arXiv:1709.07583 · doi:10.1103/PhysRevB.97.045427
Abstract
We investigate the character of the van der Waals (vdW) torque and force between two coplanar and dielectrically anisotropic topological insulator (TI) slabs separated by a vacuum gap in the non-retardation regime, where the optic axes of the slabs are each perpendicular to the normal direction to the slab-gap interface and also generally differently oriented from each other. We find that in addition to the magnetoelectric coupling strength, the anisotropy can also influence the sign of the vdW force, viz., a repulsive vdW force can become attractive if the anistropy is increased sufficiently. In addition, the vdW force oscillates as a function of the angular difference between the optic axes of the TI slabs, being most repulsive/least attractive (least repulsive/most attractive) for angular differences that are integer (half-integer) multiples of . Our third finding is that the vdW torque for TI slabs is generally weaker than that for ordinary dielectric slabs. Our work provides the first instance in which the vector potential appears in a calculation of the vdW interaction for which the limit is non-retarded or static.
10 pages, 4 figures
References in corpus (10)
- Topological Field Theory of Time-Reversal Invariant Insulators
- Tunable Casimir repulsion with three dimensional topological insulators
- On the torque on birefringent plates induced by quantum fluctuations
- Comment on the sign of the Casimir force
- Effect of finite temperature and uniaxial anisotropy on the Casimir effect with three-dimensional topological insulators
- Relativistic analysis of magnetoelectric crystals: extracting a new 4-dimensional P odd and T odd pseudoscalar from Cr_2 O_3 data
- Magnetic materials and the problem of thermal Casimir force
- Rotation of a liquid crystal by the Casimir torque
- Finite frequency magnetoelectric response of three dimensional Topological Insulators
- Optical Properties Chern-Simons (3+1)D -systems