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Preliminary study on the impact of stress-energy tensor compared to scalar field in Nonminimal Derivative model

Ilham Prasetyo, Bobby Eka Gunara, Agus Suroso

Abstract

In this article, we report the results of comparing the effect of using trace of stress-energy tensor versus real-valued scalar field in Nonminimal Derivative Coupling gravitation model, respectively denoted as NMDC-T and NMDC-phi. We employ the model into an incompressible star and see the effect of both models NMDC-T and NMDC-phi on the compactness and mass-radius relation. We find that coupling parameters of NMDC-T is less sensitive than NMDC-phi.

Preliminary study on the impact of stress-energy tensor compared to scalar field in Nonminimal Derivative model

Abstract

In this article, we report the results of comparing the effect of using trace of stress-energy tensor versus real-valued scalar field in Nonminimal Derivative Coupling gravitation model, respectively denoted as NMDC-T and NMDC-phi. We employ the model into an incompressible star and see the effect of both models NMDC-T and NMDC-phi on the compactness and mass-radius relation. We find that coupling parameters of NMDC-T is less sensitive than NMDC-phi.

Paper Structure

This paper contains 5 sections, 17 equations, 5 figures, 1 table.

Figures (5)

  • Figure 1: Simplified flowchart of the shooting method for NMDC-phi model.
  • Figure 2: NMDC-phi variation of parameter $\eta>0$.
  • Figure 3: NMDC-T variation of parameter $\beta>0$ and $\beta<0$.
  • Figure 4: MR relation (left) and central pressure vs. compactness relation (right) for NMDC-phi.
  • Figure 5: MR relation (left) and central pressure vs. compactness relation (right) for NMDC-T.