Cylindrically Symmetric-Static Brans-Dicke-Maxwell Solutions
Ahmet Baykal, Ozgur Delice
TL;DR
This paper derives static cylindrically symmetric electrovac solutions within Brans-Dicke theory, connecting to known solutions for specific parameter choices, thereby expanding the understanding of scalar-tensor gravity models.
Contribution
It introduces new cylindrically symmetric solutions in Brans-Dicke-Maxwell theory that generalize existing solutions for particular parameter values.
Findings
Solutions reduce to known cases for specific parameters
Provides a broader class of cylindrically symmetric solutions
Enhances understanding of scalar-tensor gravity models
Abstract
We present static cylindrically symmetric electrovac solutions in the framework of the Brans-Dicke theory and show that our solution yields some of the well-known solutions for special values of the parameters of the resulting metric functions.
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Taxonomy
TopicsFractional Differential Equations Solutions · Solar and Space Plasma Dynamics · Quantum chaos and dynamical systems