9: Macromolecular Mechanics

Concepts in Biophysical Chemistry · LibreTexts

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    9: Macromolecular Mechanics

    An alternative approach to describing macromolecular conformation that applied both to equilibrium and non-equilibrium phenomena uses a mechanical description of the forces acting on the chain. Of course, forces are present everywhere in biology. Near equilibrium these exist as local fluctuating forces that induce thermally driven excursions from the free-energy minimum, and biological systems use non-equilibrium force generating processes derived from external energy sources (such as ATP) in numerous processes such as those in transport and signaling. For instance, the directed motion of molecular motors along actin and microtubules, or the allosteric transmembrane communication of a ligand binding event in GPCRs.

    Our focus in this section is on how externally applied forces influence macromolecular conformation, and the experiments that allow careful application and measurement of forces on single macromolecules. These are being performed to understand mechanical properties and stress/strain relationships. The can also be unique reporters of biological function involving the strained molecules.

    Single Molecule Force Application Experiments
    Force Range (pN) Displacement (nm) Loading Rate (pN/sec)
    Optical Tweezers: 0.1-100 pN 0.1-105 5-10 Near Equilibruim
    AFM: 10-104 0.5-104 100-1000 Non-equilibrium!
    Stretching under flow: 0.1-1000 pN 10-105 1-100 Steady state force
    MD simulations: Arb. <10 nm 105-107!

    Remember \(k_BT\): 4.1 pN nm

    • 9.1: Force and Work
      Here we will focus on the stretching and extension behavior of macromolecules.
    • 9.2: Worm-like Chain
      The worm-like chain is perhaps the most commonly encountered models of a polymer chain when describing the mechanics and the thermodynamics of macromolecules. This model describes the behavior of a thin flexible rod, and is particularly useful for describing stiff chains with weak curvature, such as double stranded DNA. Its behavior is only dependent on two parameters that describe the rod: (1) its bending stiffness and (2) its the contour length.
    • 9.3: Polymer Elasticity and Force–Extension Behavior


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