AI summary · arXiv: 2106.04507v1 · physics.med-ph

Theoretical Model on Meridian Conduction

Liaofu Luo, Fengqi Bao

Original paper · DOI Submitted to arXiv on 18 May. 2021 20 pages License: CC BY 4.0

The essentials

  • Meridians are elucidated as an alternating system crucial for integrating and regulating life processes, in addition to neuro-humoral regulation.
  • The proposed model suggests that meridian conduction involves mechanical waves (solitons) of low frequency traveling along muscle slits.
  • The stability of solitons is maintained through the coupling between muscle vibrations and cell activation, influencing the excitation of cell groups along the meridian pathways.
  • Meridians can be viewed as an intricate network responsible for coordinating various physiological functions essential for sustaining life.
  • By considering meridian conduction as a series of solitons traveling along muscle slits at low frequencies, a new perspective emerges on how these pathways regulate cellular activity and overall well-being.
  • Researchers aim to provide a more comprehensive framework for studying human health from a holistic perspective by examining the mathematical equations governing meridian wave propagation.

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AI-generated keywords: Meridians Acupuncture lines Theoretical model Mechanical waves Solitons

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Authors: Liaofu Luo, Fengqi Bao (Inner Mongolia University, Hohhot, China) Abstract In this study, the physical mechanism of meridians (acupuncture lines) is thoroughly examined, and a theoretical model is proposed to shed light on their functioning. Meridians are elucidated as an alternating system crucial for integrating and regulating life processes, in addition to neuro-humoral regulation. The proposed model suggests that meridian conduction involves mechanical waves (solitons) of low frequency traveling along muscle slits. An extensive review of anatomical-physiological evidence and experimental findings supports this hypothesis. Furthermore, the study demonstrates that the stability of solitons is maintained through the coupling between muscle vibrations and cell activation. This interaction ensures that the propagation of mechanical waves predominantly influences the excitation of cell groups along the meridian pathways. By deducing meridian wave equations and their solutions, the research opens up possibilities for utilizing these insights in studying human health and well-being. Numerous attempts have been made to explain the diverse manifestations observed in acupuncture lines or meridians. Previous interpretations often revolved around neuro-humoral regulation as the primary regulatory system within the human body. However, this study delves deeper into understanding how mechanical waves play a significant role in meridian conduction. The analysis suggests that meridians can be viewed as an intricate network responsible for coordinating various physiological functions essential for sustaining life. By considering meridian conduction as a series of solitons traveling along muscle slits at low frequencies, a new perspective emerges on how these pathways regulate cellular activity and overall well-being. Moreover, by examining the mathematical equations governing meridian wave propagation, researchers aim to provide a more comprehensive framework for studying human health from a holistic perspective. This novel approach not only enhances our understanding of traditional Chinese medicine practices but also offers potential applications in modern healthcare systems. Overall, this theoretical model on meridian conduction presents a compelling argument for reevaluating our understanding of how energy flows within the body impact overall health outcomes. Through interdisciplinary collaboration and innovative research methodologies, further advancements in this field could revolutionize healthcare practices worldwide.

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