Suematsu Nobuhiko J, Nakata Satoshi
School of Interdisciplinary Mathematical Sciences, Meiji University, 4-21-1 Nakano, Nakano-ku, Tokyo 164-8525, Japan.
Graduate School of Advanced Mathematical Sciences, Meiji University, 4-21-1 Nakano, Nakano-ku, Tokyo 164-8525, Japan.
Materials (Basel). 2021 Oct 18;14(20):6177. doi: 10.3390/ma14206177.
Chemical traveling waves play an important role in biological functions, such as the propagation of action potential and signal transduction in the nervous system. Such chemical waves are also observed in inanimate systems and are used to clarify their fundamental properties. In this study, chemical waves were generated with equivalent spacing on an excitable medium of the Belousov-Zhabotinsky reaction. The homogeneous distribution of the waves was unstable and low- and high-density regions were observed. In order to understand the fundamental mechanism of the observations, numerical calculations were performed using a mathematical model, the modified Oregonator model, including photosensitive terms. However, the homogeneous distribution of the traveling waves was stable over time in the numerical results. These results indicate that further modification of the model is required to reproduce our experimental observations and to discover the fundamental mechanism for the destabilization of the homogeneous-distributed chemical traveling waves.
化学行波在生物功能中起着重要作用,例如动作电位的传播和神经系统中的信号转导。这种化学波也在无生命系统中被观察到,并被用于阐明其基本特性。在本研究中,在Belousov-Zhabotinsky反应的可激发介质上以相等的间距产生了化学波。波的均匀分布是不稳定的,观察到了低密度和高密度区域。为了理解这些观察结果的基本机制,使用包括光敏项的数学模型——修正俄勒冈振子模型进行了数值计算。然而,在数值结果中,行波的均匀分布随时间是稳定的。这些结果表明,需要对模型进行进一步修改,以重现我们的实验观察结果,并发现均匀分布的化学行波失稳的基本机制。