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computer modeling in molecular biology.pdf

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2 Modell<strong>in</strong>g Prote<strong>in</strong> Structures 23however, regions on either side of any deletion may also have a changed conformation.Secondary structure prediction (SSP) may be useful at this po<strong>in</strong>t to see whetherthere is a strong change <strong>in</strong> the prediction at any po<strong>in</strong>t where the alignment is weak.Regions that have been identified as SVR’s must be predicted by methods described<strong>in</strong> the next section, as “loops” connect<strong>in</strong>g the two cha<strong>in</strong> ends of the preced<strong>in</strong>g andfollow<strong>in</strong>g SCR’s.2.3.2.2 Modell<strong>in</strong>g Loop RegionsThe term “loops” refers to sections of the polypeptide cha<strong>in</strong> that connect regionsof secondary structure. Frequently, helices and strands of sheet run across a prote<strong>in</strong>or doma<strong>in</strong> from one surface to another, and loops are characterised by (a) appear<strong>in</strong>gon the surfaces of prote<strong>in</strong>s and (b) revers<strong>in</strong>g the direction of the cha<strong>in</strong>. A typicalglobular prote<strong>in</strong> conta<strong>in</strong>s one third of its residues <strong>in</strong> loops.In model-build<strong>in</strong>g by homology, loops often present special problems becausethey are often the sites of <strong>in</strong>sertion and deletions. Frequently the residues cannot bealigned with those of the parent molecule because of this. Special techniques havetherefore been developed to build loops, assum<strong>in</strong>g that the core of the target prote<strong>in</strong>has already been modelled.Hairp<strong>in</strong> loops (those that connect successive strands of antiparallel P-sheet) havebeen studied extensively to classify them and to elucidate the determ<strong>in</strong>ants of theirconformations [47-571. Most residues of prote<strong>in</strong>s have their ma<strong>in</strong> cha<strong>in</strong>s <strong>in</strong> one oftwo sterically-favourable conformations (these correspond to the conformations ofa-helices and P-sheets). However, <strong>in</strong> order for a short region of polypeptide cha<strong>in</strong>3-4 residues <strong>in</strong> length to reverse direction, and fold back on itself to form a loop,a residue that takes up a conformation outside these usual states is generally required.The conformations of short loops therefore depend primarily on the positionwith<strong>in</strong> the loop of special residues - usually Gly, Asn or Pro - that allow the cha<strong>in</strong>to take up an unusual conformation. As po<strong>in</strong>ted out by Sibanda and Thornton [55],the conformation of a short hairp<strong>in</strong> can often be deduced from the position <strong>in</strong> thesequence of such special residues.These general rules are however of limited utility for the understand<strong>in</strong>g andprediction of the conformations of many functionally important loop regions ; for<strong>in</strong>stance the antigen-b<strong>in</strong>d<strong>in</strong>g loops of immunoglobul<strong>in</strong>s. Many loops are not short,or not hairp<strong>in</strong>s, or neither; and the determ<strong>in</strong>ants of their conformations are not entirely<strong>in</strong>tr<strong>in</strong>sic to the am<strong>in</strong>o acid sequence of the loop itself, but <strong>in</strong>volve tertiary <strong>in</strong>teractions: hydrogen bond<strong>in</strong>g and pack<strong>in</strong>g. Indeed, even for some short hairp<strong>in</strong>s, tertiary<strong>in</strong>teractions can override the predisposition of the sequence, to determ<strong>in</strong>e a conformationof the loop that does not follow these sequence-structure correlations. Anexample important <strong>in</strong> immunoglobul<strong>in</strong> structure is the second hypervariable region

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