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Seminar✓ Recording AvailablePhysics of Life

Exploring the evolution of motile curved bacteria using a regularized Stokeslet Boundary Element Method and Pareto optimality theory

Rudi Schuech

Dr

Tulane University

Schedule
Wednesday, February 17, 2021

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Schedule

Wednesday, February 17, 2021

3:00 PM Europe/London

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Host: BioActive Fluids

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Meeting Password

417089

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Event Information

Domain

Physics of Life

Original Event

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Host

BioActive Fluids

Duration

70 minutes

Abstract

Bacteria exhibit a bewildering diversity of morphologies, but despite their impact on nearly all aspects of life, they are frequently classified into a few general categories, usually just “spheres” and “rods.” Curved-rod bacteria are one simple variation observed in many environments, particularly the ocean. However, why so many species have evolved this shape is unknown. We used a regularized Stokeslet Boundary Element Method to model the motility of flagellated, curved bacteria. We show that curvature can increase swimming efficiency, revealing a widely applicable selective advantage. Furthermore, we show that the distribution of cell lengths and curvatures observed across bacteria in nature is predicted by evolutionary trade-offs between three tasks influenced by shape: efficient swimming, the ability to detect chemical gradients, and reduced cost of cell construction. We therefore reveal shape as an important component of microbial fitness.

Topics

bacteriacell morphologychemical gradientscurved bacteriaevolutionary trade-offsflagellaflagellated bacteriafluidsmarinemicrobial fitnessmorphologymotilityoptimizationswimming efficiency

About the Speaker

Rudi Schuech

Dr

Tulane University

Contact & Resources

@RudiSchuech

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twitter.com/RudiSchuech

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