Chiral Superconducting Strings and Nambu-Goto Strings in Arbitrary Dimensions
Xavier Siemens, Ken D. Olum
Abstract
We present general solutions to the equations of motion for a superconducting relativistic chiral string that satisfy the unit magnitude constraint in terms of products of rotations. From this result we show how to construct a general family of odd harmonic superconducting chiral loops. We further generalise the product of rotations to an arbitrary number of dimensions.
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