Metachronal rhythm
A metachronal rhythm or metachronal wave refers to wavy movements produced by the sequential action (as opposed to synchronized) of structures such as cilia, segments of worms, or legs. These movements produce the appearance of a travelling wave.
A Mexican wave is a large scale example of a metachronal wave. This pattern is found widely in nature such as on the cilia of many aquatic organisms such as ctenophores, molluscs, ciliates as well as on the epithelial surfaces of many body organs. Individual cilia, when part of a metachronal wave being used for protist locomotion, individually beat in a pattern similar to the planar stroke of a flagellum. The difference is that the recovery stroke is at 90 degrees to the power stroke, so that the cilia avoid hitting each other.
Metachronal rhythms may be seen in the coordinated movements of the legs of millipedes and other multi-legged land invertebrates,[1][2] as well as in the coordinated movements of social insects.[3]
Such metachronal motion has been shown to enhance fluid transport properties in natural cilia.[4] Metachronal motion has also been replicated in synthetic microfluidic systems using magnetic filaments.[5]
See also
[edit]References
[edit]- ↑ Edward Aiello and Michael A Sleigh (1972) The metachronal wave of lateral cilia of Mytilus edulis. J. Cell Biol. 54:493-506.
- ↑ Gueron, Shay, Konstantin Levit-Gurevich, Nadav Liron & Jacob J. Blum (1997) Cilia internal mechanism and metachronal coordination as the result of hydrodynamical coupling. Proc. Natl. Acad. Sci. USA 94:6001–6006 PDF
- ↑ Matt Wilkinson. A story of Life in Ten Movements. (2016). Icon books Ltd, UK. ISBN 978-178578-045-5
- ↑ Guirao, Boris; Joanny, Jean-François (2007). "Spontaneous Creation of Macroscopic Flow and Metachronal Waves in an Array of Cilia". Biophysical Journal. 92 (6): 1900–1917. doi:10.1529/biophysj.106.084897. PMC 1861806. PMID 17189311.
- ↑ Hanasoge, S.; Hesketh, A.J.; Alexeev, A. (2018). "Metachronal motion of artificial magnetic cilia". Soft Matter. 2018 (14): 3689–3693. arXiv:1806.03363. doi:10.1039/C8SM00549D.