Engineering Approaches to Biomolecular Motors: From in vitro to in vivo Wednesday Speaker Abstracts
10
The Nonequilibrium Statistical Thermodynamics of Biomolecular Motors
Jason A. Wagoner
, Ken Dill,
Stony Brook University, Stony Brook, NY, USA.
Biomolecular motors operate through a complex sequence of transitions that transduce the
chemical energy of nucleotide hydrolysis into work against some mechanical or chemical
gradient. We use statistical physics to study motor operation. We integrate structural and
dynamical information of molecular motors into this theory to understand the origins of
fluctuations, dissipation, entropy production, etc. for these systems operating arbitrarily far from
equilibrium. These analyses give insight into both biological mechanism and evolutionary design
principles of molecular motors.
This presentation will discuss the difference between enthalpic driving forces (like the breaking
of a high energy bond) and entropic driving forces (like a concentration gradient) for molecular
motors. We show that motors can take large mechanical steps driven by enthalpic driving forces
to operate not only faster but also more efficiently than a motor taking small steps. This gives an
interesting perspective on the high-energy phosphate bond of ATP, the central driving force of
nonequilibrium processes in the cell. We also discuss other characteristics of motor operation
that are specific and fundamental to understanding small nonequilibrium systems: the role of
fluctuations around mean behavior, the organization of conformational transitions, and the
location and height of kinetic barriers. These characteristics have important consequences on
performance metrics (power output, efficiency, etc.) of molecular motors.