Dey, A., & Kar, S. (2024). Closed strings in a class of pp-wave spacetimes and the memory effect. arXiv preprint arXiv:2407.10095v3.
This study investigates the impact of gravitational wave pulses on the shape and worldsheet geometry of closed strings in pp-wave spacetimes to demonstrate a string-theory analog of the gravitational wave memory effect.
The authors utilize the Nambu-Goto action and conformal gauge to derive the equations of motion for closed strings in a pp-wave background. They solve these equations for two specific pulse shapes: a square pulse and a sech-squared pulse. The solutions are then analyzed to determine the string's shape and worldsheet properties before and after interacting with the pulse.
The permanent deformation of the closed string and the accompanying changes in its worldsheet geometry, induced by the gravitational wave pulse, provide a string-theory realization of the gravitational wave memory effect.
This research offers a novel perspective on the gravitational wave memory effect by demonstrating its manifestation in the context of string theory. It highlights the potential of using strings as probes for studying gravitational wave phenomena and deepens our understanding of the interplay between gravity and string theory.
The study focuses on specific pulse shapes and a simplified pp-wave background. Investigating more general pulse profiles and exploring the memory effect in more complex spacetimes could provide further insights. Additionally, exploring potential observational consequences of this string-theory memory effect would be a valuable avenue for future research.
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