A review of the diverse applications of bond graphs in biology and physiology

IF 2.9 3区 综合性期刊 Q1 MULTIDISCIPLINARY SCIENCES Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences Pub Date : 2024-07-01 DOI:10.1098/rspa.2023.0807
Mehran Akbarpour Ghazani, Michael Pan, Kenneth Tran, AK Rampadarath, David P. Nickerson
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Abstract

Computational biology and physiology is an interdisciplinary endeavour, requiring input from biologists, physiologists, mathematicians, chemists, engineers and clinicians. These systems are composed of complex phenomena across disparate temporal and spatial scales, and a holistic understanding of system behaviour typically requires the application of advanced multi-scale models. While many modelling techniques have been used, the bond graph (BG) is the only approach for modelling physical systems, where ‘causality’ is represented graphically. Additionally, the BG approach with its intrinsic properties allows the modular construction of models and verifying the conservation of mass and energy algorithmically. The BG approach has been widely used in engineering and, more recently, has been increasingly applied to biology and physiological systems. In this review, we briefly introduce the concepts and strengths of BG modelling. Following this, we review the history of BGs in modelling cellular mechanisms, biochemical reactions and musculoskeletal and cardiovascular systems. Then, current developments in BG software are reviewed, and opportunities and perspectives on the future application of BGs are discussed.
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债券图在生物学和生理学中的各种应用综述
计算生物学和生理学是一项跨学科工作,需要生物学家、生理学家、数学家、化学家、工程师和临床医生的共同参与。这些系统由跨越不同时空尺度的复杂现象组成,要全面了解系统行为,通常需要应用先进的多尺度模型。虽然已经使用了许多建模技术,但键图(BG)是唯一一种以图形表示 "因果关系 "的物理系统建模方法。此外,BG 方法的固有特性允许模块化构建模型,并通过算法验证质量和能量守恒。BG 方法已广泛应用于工程领域,最近也越来越多地应用于生物和生理系统。在本综述中,我们将简要介绍 BG 建模的概念和优势。随后,我们将回顾 BG 在细胞机制、生化反应以及肌肉骨骼和心血管系统建模方面的历史。然后,我们回顾了生物基因组软件的当前发展,并讨论了生物基因组未来应用的机遇和前景。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
6.40
自引率
5.70%
发文量
227
审稿时长
3.0 months
期刊介绍: Proceedings A has an illustrious history of publishing pioneering and influential research articles across the entire range of the physical and mathematical sciences. These have included Maxwell"s electromagnetic theory, the Braggs" first account of X-ray crystallography, Dirac"s relativistic theory of the electron, and Watson and Crick"s detailed description of the structure of DNA.
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