Isotropic Stars in Higher-Order Torsion Scalar Theories

Abstract EN

Two different nondiagonal tetrad spaces reproducing spherically symmetric spacetime are applied to the field equations of higher-order torsion scalar theories.

Assuming the existence of conformal Killing vector, two isotropic solutions are derived.

We show that the first solution is not stable while the second one confirms a stable behavior.

We also discuss the construction of the stellar model and show that one of our solutions is capable of such construction while the other is not.

Finally, we discuss the generalized Tolman-Oppenheimer-Volkoff and show that one of our models has a tendency to equilibrium.