Short Martin B, Solari Cristian A, Ganguly Sujoy, Powers Thomas R, Kessler John O, Goldstein Raymond E
Department of Physics, Program in Applied Mathematics, University of Arizona, Tucson, AZ 85721, USA.
Proc Natl Acad Sci U S A. 2006 May 30;103(22):8315-9. doi: 10.1073/pnas.0600566103. Epub 2006 May 17.
Evolution from unicellular organisms to larger multicellular ones requires matching their needs to the rate of exchange of molecular nutrients with the environment. This logistic problem poses a severe constraint on development. For organisms whose body plan is a spherical shell, such as the volvocine green algae, the current (molecules per second) of needed nutrients grows quadratically with radius, whereas the rate at which diffusion alone exchanges molecules grows linearly, leading to a bottleneck radius beyond which the diffusive current cannot meet metabolic demands. By using Volvox carteri, we examine the role that advection of fluid by the coordinated beating of surface-mounted flagella plays in enhancing nutrient uptake and show that it generates a boundary layer of concentration of the diffusing solute. That concentration gradient produces an exchange rate that is quadratic in the radius, as required, thus circumventing the bottleneck and facilitating evolutionary transitions to multicellularity and germ-soma differentiation in the volvocalean green algae.
从单细胞生物进化到更大的多细胞生物需要使它们的需求与分子营养物质与环境的交换速率相匹配。这个逻辑问题对发育构成了严重限制。对于身体结构为球形外壳的生物,如团藻目绿藻,所需营养物质的流量(每秒分子数)随半径呈二次方增长,而仅靠扩散交换分子的速率呈线性增长,导致出现一个瓶颈半径,超过这个半径,扩散流量就无法满足代谢需求。通过使用卡特氏团藻,我们研究了表面附着的鞭毛协同摆动产生的流体平流在增强营养物质吸收中所起的作用,并表明它会产生扩散溶质的浓度边界层。该浓度梯度产生了所需的随半径呈二次方的交换速率,从而避开了瓶颈,促进了团藻目绿藻向多细胞性和生殖 - 体细胞分化的进化转变。