The Horava–Lifshitz modifications of the Casimir effect at finite temperature revisited

Abstract We investigate the Casimir force for parallel plates at finite temperature in Horava–Lifshitz (HL) theory. find that HL exponent cannot be chosen as an integer, or energy will a constant, and further, between two vanish. The higher causes attractive to weaken, which is consistent with original results confirmed theoretically experimentally. can select factor appropriately obtain thermally revised similar standard plates.