Meyer-Hermann Michael E, Maini Philip K
Centre for Mathematical Biology, Mathematical Institute, Oxford University, 24-29 St. Giles', Oxford OX1 3LB, United Kingdom.
Phys Rev E Stat Nonlin Soft Matter Phys. 2005 Jun;71(6 Pt 1):061912. doi: 10.1103/PhysRevE.71.061912. Epub 2005 Jun 22.
Recently, using two-photon imaging it has been found that the movement of B and T cells in lymph nodes can be described by a random walk with persistence of orientation in the range of 2 minutes. We interpret this new class of lymphocyte motility data within a theoretical model. The model considers cell movement to be composed of the movement of subunits of the cell membrane. In this way movement and deformation of the cell are correlated to each other. We find that, indeed, the lymphocyte movement in lymph nodes can best be described as a random walk with persistence of orientation. The assumption of motility induced cell elongation is consistent with the data. Within the framework of our model the two-photon data suggest that T and B cells are in a single velocity state with large stochastic width. The alternative of three different velocity states with frequent changes of their state and small stochastic width is less likely. Two velocity states can be excluded.
最近,通过双光子成像发现,淋巴结中B细胞和T细胞的运动可以用持续时间约为2分钟的方向持续性随机游走描述。我们在一个理论模型中解释这类新的淋巴细胞运动数据。该模型认为细胞运动由细胞膜亚基的运动组成。这样,细胞的运动和变形相互关联。我们发现,确实,淋巴结中淋巴细胞的运动最好描述为具有方向持续性的随机游走。运动诱导细胞伸长的假设与数据一致。在我们的模型框架内,双光子数据表明T细胞和B细胞处于具有大随机宽度的单一速度状态。具有频繁状态变化和小随机宽度的三种不同速度状态的可能性较小。两种速度状态可以排除。