Molecular Dynamics Simulation of the Human U2B Protein Complex with U2 snRNA Hairpin IV in Aqueous Solution

AbstractA 2200-ps molecular dynamics (MD) simulation of the U2 snRNA hairpin IV/U2B″ complex was performed in aqueous solution using the particle mesh Ewald method to consider long-range electrostatic interactions. To investigate the interaction and recognition process between the RNA and protein, the free energy contributions resulting from individual amino acids of the protein component of the RNA/protein complex were calculated using the recently developed glycine-scanning method. The results revealed that the loop region of the U2 snRNA hairpin IV interacted mainly with three regions of the U2B″ protein: 1) β1-helix A, 2) β2-β3, and 3) β4-helix C. U2 snRNA hairpin IV bound U2B″ in a similar orientation as that previously described for U1 snRNA with the U1A′ protein; however, the details of the interaction differed in several aspects. In particular, β1-helix A and β4-helix C in U2B″ were not observed to interact with RNA in the U1A′ protein complex. Most of the polar and charged residues in the interacting regions had larger mutant free energies than the nonpolar residues, indicating that electrostatic interactions were important for stabilizing the RNA/protein complex. The interaction was further stabilized by a network of hydrogen bonds and salt bridges formed between RNA and protein that was maintained throughout the MD trajectory. In addition to the direct interactions between RNA and the protein, solvent-mediated interactions also contributed significantly to complex stability. A detailed analysis of the ordered water molecules in the hydration of the RNA/protein complex revealed that bridged water molecules reside at the interface of RNA and protein as long as 2100ps in the 2200-ps trajectory. At least 20 bridged water molecules, on average, contributed to the instantaneous stability of the RNA/protein complex. The stabilizing interaction energy due to bridging water molecules was obtained from ab initio Hartree-Fock and density functional theory calculations