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引用次数: 0
摘要
在这篇文章中,我们对修正引力背景下的狄拉克-天生-因费尔德标量场进行了动力学系统分析。我们考虑了修正引力的多项式形式,使用了两种不同类型的标量势(多项式势和指数势),并发现了一个封闭的自主动力学方程组。我们分析了这一系统的定点,并评估了在这一模型中发生减速到晚期加速的条件。我们注意到这两个模型的相似性,并表明我们的结果与之前关于爱因斯坦引力的研究一致。我们还通过绘制 EoS(ω)、能量密度(Ω)和减速参数(q)与 e 倍时间的关系图并与现值比较,研究了模型的现象学意义。最后,我们观察了动力学系统分析在修正引力中的不同之处,并介绍了我们未来的研究范围。
Dynamical system analysis of Dirac-Born-Infeld scalar field cosmology in coincident f(Q) gravity*
In this article, we present a dynamical system analysis of a Dirac-Born-Infeld scalar field in a modified gravity context. We considered a polynomial form of modified gravity, used two different types of scalar potential, polynomial and exponential, and found a closed autonomous dynamical system of equations. We analyzed the fixed points of such a system and evaluated the conditions under which deceleration to late-time acceleration occurs in this model. We note the similarity of the two models and show that our result is consistent with a previous study on Einstein's gravity. We also investigated the phenomenological implications of our models by plotting EoS (ω), energy density (Ω), and deceleration parameter (q) w.r.t. to e-fold time and comparing to the present value. We conclude the paper by observing how the dynamical system analysis differs in the modified gravity, and present the future scope of our research.
期刊介绍:
Chinese Physics C covers the latest developments and achievements in the theory, experiment and applications of:
Particle physics;
Nuclear physics;
Particle and nuclear astrophysics;
Cosmology;
Accelerator physics.
The journal publishes original research papers, letters and reviews. The Letters section covers short reports on the latest important scientific results, published as quickly as possible. Such breakthrough research articles are a high priority for publication.
The Editorial Board is composed of about fifty distinguished physicists, who are responsible for the review of submitted papers and who ensure the scientific quality of the journal.
The journal has been awarded the Chinese Academy of Sciences ‘Excellent Journal’ award multiple times, and is recognized as one of China''s top one hundred key scientific periodicals by the General Administration of News and Publications.