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A mathematical model of bacterial aerotaxis.
Student-Run Research| Speaker: | Bori Mazzag, Mathematics, UC Davis |
| Location: | 693 Kerr |
| Start time: | Thu, May 20 1999, 1:10PM |
Description
Conventional mechanism of bacterial chemotaxis depends
critically on fast decrease and slow adaptation of cell's turning
frequency in a favorable environment. This mechanism is relatively
ineffective: aggregation of bacterial colony towards chemoattractant is
slow and incomplete. Aerotaxis is the particular form of chemotaxis when
oxygen dissolved in water plays the roles of both attractant (at moderate
concentrations) and repellent (at high concentration). In the experiments
of Dr.Zhulin's group (Loma Linda Medical School) it was discovered that
this form of taxis goes on without slow adaptation. This makes aerotaxis
very effective leading to fast and complete aggregation to favorable
oxygen concentration. My model consists of a system of differential
equations describing the bacteria moving in the same direction. Computer
simulations allow to compare theoretical and experimental results and make
a judgement on the validity of various biochemical mechanisms.
