https://doi.org/10.1140/epjc/s10052-020-08566-8
Regular Article – Theoretical Physics
On ‘rotating charged AdS solutions in quadratic f(T) gravity’: new rotating solutions
Engineering Faculty, Başkent University, Bağlıca Campus, 06790, Ankara, Turkey
Received:
6
September
2019
Accepted:
18
October
2020
Published online:
28
October
2020
We show that there are two or more procedures to generalize the known four-dimensional transformation, aiming to generate cylindrically rotating charged exact solutions, to higher dimensional spacetimes . In the one procedure, presented in Eur. Phys. J. C (2019) 79:668, one uses a non-trivial, non-diagonal, Minkowskian metric 
to derive complicated rotating solutions. In the other procedure, discussed in this work, one selects a diagonal Minkowskian metric 
to derive much simpler and appealing rotating solutions. We also show that if (
) is a rotating solution then (
) is a rotating solution too with similar geometrical properties, provided and are related by a symmetric matrix R: 
.
© The Author(s) 2020
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