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A new relativistic stellar model with anisotropic fluid in Karmarkar space-time

机译:Karmarkar时空中具有各向异性液的新相对论恒星模型

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We are presenting a new class of well-behaved solutions in embedding class-I. We proceed our calculations by assuming a new type of g(rr) metric potential and solved for the other metric g(tt) using Karmarkar condition. The necessary condition that any solutions of Einstein's field equations to be class-I is to satisfy Karmarkar condition and sufficient condition is to satisfy Pandey-Sharma condition i.e. R-2323 not equal 0. The solution also satisfies strong energy condition, null energy condition, dominant energy condition and weak energy condition. The obtained compactness parameter is within Buchdahl limit i.e. 2M/R <= 8/9. The solution also satisfies the causality condition and can represent stable stellar fluid system as the adiabatic index Gamma > 4/3 and the stability factor holds -1 <= upsilon(2)(t) - upsilon(2)(r) <= 0 good. Finally, we have tuned our solution for two compact stars PSR J1614-2230 and 4U1608-52 which are well-behaved in all respects. (C) 2016 Elsevier Inc. All rights reserved.
机译:我们正在嵌入Class-I中展示一类新的表现良好的解决方案。我们通过假设新型的G(RR)度量潜力并使用Karmarkar条件解决其他公制G(TT)来进行计算。 Einstein的现场方程的任何解决方案是级别的必要条件是满足Karmarkar条件和充分的条件是满足Pandey-Sharma条件,即R-2323不等于0.该溶液还满足强的能量条件,零能量条件,主导能量条件和弱能量条件。所获得的紧凑性参数位于Buchdahl限制内,即2m / R <= 8/9。该溶液还满足因果关系状态,并且可以代表稳定的恒星流体系统作为绝热指数γ> 4/3和稳定性因子保持-1 <= Upsilon(2)(t) - Upsilon(2)(2)(r)<= 0好的。最后,我们已经调整了两个紧凑型星星PSR J1614-2230和4U1608-52的解决方案,这在各方面都表现良好。 (c)2016年Elsevier Inc.保留所有权利。

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