Environment and exposure to solvent of protein atoms. Lysozyme and insulin.
By A. Shrake, J. A. Rupley. 1973
How researchers see this paper
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- Yang Zhang
- Jianyi Yang
- Jane S. Richardson
- Jian Zhang
- G. Bunkoczi
- David C Richardson
- Robin Pearce
- Yan Wang
Citations in the corpus
- Improvement of molecular-replacement models with Sculptor (2011, methodology): “Sculptor implements a simple algorithm described by Shrake & Rupley (1973) in which the surface of each atom is approximated by a spherical mesh and each point in the mesh is checked for overlap with every other atom in the structure.”
- Visualizing and quantifying molecular goodness-of-fit: small-probe contact dots with explicit hydrogen atoms. (1999, background): “Probe produces dots that are always at the van der Waals surface of some atom, whereas solvent accessibility is classically measured out on the surface traced by the center of a 1.4 A Ê radius probe (Lee & Richards, 1971; Shrake & Rupley, 1973).”
- KLIFS: a structural kinase-ligand interaction database (2015, unknown): “model derived from systematic analysis of the Accessible Surface Area (ASA) (32) of kinase binding site residues and vectors defining the directionality of DxDFG.”
- Protein docking using spherical polar Fourier correlations (2000, methodology): “Here, these surfaces are estimated using our own algorithm 47 which is an adaptation of Shrake and Rupley’s 48 method of calculating solvent-accessible dot surfaces.”
- Solvent accessible surface area approximations for rapid and accurate protein structure prediction (2009, methodology): “The Shrake and Rupley algorithm [38] involves the testing of points on an atom ’ s van der Waals surface for overlap with points on the van der Waals surface of neighboring atoms.”
- GPCR-I-TASSER: A hybrid approach to G protein-coupled receptor structure modeling and the application to the human genome (2015, methodology): “where S(ri) is the accessible surface area of the ith atom of the structure which is calculated using the Shrake-Rupley algorithm (Shrake and Rupley, 1973) with ri being the van der Waals radius.”
- HOLLOW: Generating Accurate Representations of Channel and Interior Surfaces in Molecular Structures (2008, methodology): “Both the SASA and exterior envelope elimination are calculated using the Shrake-Rupley dot-density method [5].”
- Five computational developability guidelines for therapeutic antibody profiling (2019, methodology): “5%, compared with alanine-X-alanine for each residue X (23, 24).”