SELF ORGANIZATION OF THE MICROTUBULE NETWORK - A DIFFUSION BASED MODEL

Microtubules form organized polymer networks in cells. Experimental evidence indicates that their mechanical properties do not play a significant role in the generation of such regular patterns. This spatial organization seems closely related to their dynamic behavior. Here we use mathematical modeling to define conditions under which microtubular dynamics result in self organization. We demonstrate that random diffusional processes can generate regular microtubule organizations under specified kinetic conditions which are found to be compatible with the known properties of tubulin polymers. The organizing forces are the tubulin concentration gradients which are generated by the polymer growth. The present analysis has been restricted to the phase of establishment of the microtubule network. The same conceptual framework, applied to steady state pattern maintenance suggests that the kinetic requirements for self organization might ultimately be responsible for such extraordinary in vivo microtubule dynamics, as the rapid turnover and "dynamic instability" of the interphase network. © 1990.