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In this paper we conduct a detailed study of optimal processes applied to the WAdS \(_3\) black hole solution within the context of thermodynamic information geometry. Employing standard thermodynamic metrics, we calculate essential parameters, including thermodynamic length, speed, and process time. These quantities are instrumental in establishing bounds on dissipation. The findings not only enhance our comprehension of the thermodynamic complexities associated with the WAdS \(_3\) black hole but also offer valuable perspectives on optimizing processes within a framework applicable to any system operating at finite temperature.

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Thermodynamic Length and Optimal Processes in Holographic Models

  • 会议论文

  • 发表日期：

    2025年

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  • V. Avramov,
  • H. Dimov,
  • M. Radomirov,
  • R. C. Rashkov,
  • T. Vetsov

摘要

In this paper we conduct a detailed study of optimal processes applied to the WAdS \(_3\) black hole solution within the context of thermodynamic information geometry. Employing standard thermodynamic metrics, we calculate essential parameters, including thermodynamic length, speed, and process time. These quantities are instrumental in establishing bounds on dissipation. The findings not only enhance our comprehension of the thermodynamic complexities associated with the WAdS \(_3\) black hole but also offer valuable perspectives on optimizing processes within a framework applicable to any system operating at finite temperature.