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- W4306367162 abstract "Abstract In this article, a new class of solutions of Einstein-Maxwell field equations of relativistic strange quark stars obtained in dimensions <?CDATA $Dgeq4$?> , is shown. We assume that the geometry of space-time is pseudo-spheroid, embedded in Euclidean space of <?CDATA $(D-1)$?> dimensions. The MIT bag model equation of state <?CDATA $(henceforth~EoS)$?> is employed to study the relevant properties of strange quark stars. For the causal and non-negative nature of the square of the radial sound velocity <?CDATA $({v_{r}}^{2})$?> , we observe that some restrictions exist on the reduced radius <?CDATA $(frac{b}{R})$?> , where R is a parameter related to the curvature of the space-time, and b is the radius of the star. The spheroidal parameter λ used here defines the metric potential of the <?CDATA $g_{rr}$?> component, which is pseudo-spheroidal in nature. We note that the pressure anisotropy and charge have some effects on λ . The maximum mass for a given surface density ( <?CDATA $rho_s$?> ) or bag constant <?CDATA $(B)$?> assumes a maximum value in dimension <?CDATA $D=5$?> and decreases for other values of D . The generalized Buchdahl limit for a higher dimensional charged star is also obeyed in this model. We observe that in this model, we can predict the mass of a strange quark star using a suitable value of the electric charge ( Q ) and bag constant ( B ). Energy and stability conditions are also satisfied in this model. Stability is also studied considering the dependence of the Lagrangian perturbation of radial pressure ( <?CDATA $Delta p_r$?> ) on the frequency of normal modes of oscillations. The tidal Love number and tidal de-formability are also evaluated." @default.
- W4306367162 created "2022-10-17" @default.
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- W4306367162 date "2023-01-01" @default.
- W4306367162 modified "2023-09-27" @default.
- W4306367162 title "Maximum mass of anisotropic charged strange quark stars in a higher dimensional approach (D ≥ 4)" @default.
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- W4306367162 doi "https://doi.org/10.1088/1674-1137/ac9aaa" @default.
- W4306367162 hasPublicationYear "2023" @default.
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