Bacteriophage T4, from the family Myoviridae, is one of the most common tailed viruses that infects E.coli. Phage T4 is composed of three major protein structures; 1) a large capsid containing the viral genome, 2) a contractile tail structure connected to the capsid which generates the driving force to pierce the host membrane and conveys DNA from the capsid to the host, and 3) a baseplate equipped with fibers that recognize and bind to the host. The contractile tail consists of a rigid tail tube surrounded by an elastic six-helical-stranded sheath. During injection, the sheath undergoes a large conformational transition from a high-energy extended state to a low-energy contracted state, thereby releasing energy needed for the tail tube to penetrate the host. While the atomic structure of phage T4 is largely known, the dynamics of the injection process is not, including time scale and energetics of injection. To fill that gap, we propose a dynamic model of the entire phage T4 to simulate the dynamics of the injection process. The simulation follows in two stages; first, we employ molecular dynamic (MD) simulations to calculate the elastic stiffness constants and internal friction of the sheath strands. Second, we employ those material properties in a continuum model of the entire virus. The continuum model treats the tail sheath as a six-interacting elastic helical strands that are coupled to a massive cylinder representing the capsid and to a rigid rod representing the tail tube. The resulting model predicts that the driving energy of injection process is about 5500kT, the time scale of sheath contraction is on the order of milliseconds, and the internal friction of sheath strands is a main source of energy dissipation during sheath contraction.
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