Supertube Dynamics in Diverse Backgrounds
J. Kluson, Kamal L. Panigrahi
TL;DR
This paper investigates the behavior of supertubes in various backgrounds by deriving a general Hamiltonian, simplifying it through gauge fixing, and analyzing homogeneous solutions and effective potentials.
Contribution
It introduces a general Hamiltonian framework for supertube dynamics in diverse backgrounds and analyzes homogeneous solutions and effective potentials.
Findings
Derived a general Hamiltonian for supertubes in arbitrary backgrounds
Identified homogeneous solutions in different background geometries
Analyzed the effective potential governing supertube stability
Abstract
We study the homogeneous and time dependent dynamics of the supertube in diverse backgrounds. After deriving a general form of the Hamiltonian in general background, we use a particular gauge fixing, relevant to our analysis to derive a simpler Hamiltonian. We then study the homogeneous solutions of the equations of motion in various backgrounds and study the effective potential in detail.
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