Bruce P. Ayati

Assistant Professor


Research

Teaching

Biography

Publications



Contact Information:

Department of Mathematics
University of Iowa
Iowa City, IA 52242-1419
USA

Office: 25G MacLean Hall

Tel: 319.335.0787

Fax: 319.335.0627

ayati@math.uiowa.edu




 

Proteus mirabilis Swarm-Colony Development


Here are pictures of terracing behavior in Proteus mirabilis showing four and three inoculations in phase and two inoculations out of phase. Of interest are time invariances and synchronizations in the formation of the terraces. For varying concentrations of glucose and agar, the time between the start of each terrace seems to remain constant, although the width of the terraces may vary.

Terraces have equal width. A terrace is formed by a swarming phase, in which the bacteria move out, followed by a consolidation phase in which the colony front ceases movement and the population density in the terrace increases. In addition, inoculations done at the same time synchronize, while those at differing times do not.

References:

Bruce P. Ayati, A Comparison of the Dynamics of the Structured Cell Population in Virtual and Experimental Proteus mirabilis Swarm Colonies, Applied Numerical Mathematics, accepted, (2007).

Bruce P. Ayati, Modeling the Role of the Cell Cycle in Regulating Proteus mirabilis Swarm-Colony Development, Applied Mathematics Letters, Vol. 20 (2007), pp. 913-918.

Bruce P. Ayati, A Structured-Population Model of Proteus mirabilis Swarm-Colony Development, J. Math. Biol., Vol. 52 (2006), pp. 93-114.

J.A. Shapiro, Thinking about bacterial populations as multicellular organisms, Ann. Rev. Microbiol., Vol. 52 (1998), pp. 81-104.

S.E. Esipov and J.A. Shapiro, Kinetic Model of Proteus mirabilis Swarm Colony Development, J. Math. Biol., Vol. 36 (1998), pp. 249-268.

O. Rauprich et al., Periodic Phenomena in Proteus mirabilis Swarm Colony Development, J. Bacteriol., Vol. 178 (1996), pp. 6525-6538.

Below are some video clips in Quicktime format:

Swarm-Colony Development

Initial Swarm

Images are the copyright of James Shapiro


Last revision: August 14, 2007.