It is known that an RNA molecule capable of self-splicing shares a common pattern of Watson-Crick base pairs with other RNA species endowed with the same capability. The aim of this work is to introduce a minimal model Hamiltonian which determines a localized strain in the RNA backbone as the search for the molecular conformation is subject to the constraint imposed by the concensus secondary structure. The site where the strain is localized is shown to coincide with the splicing site of the molecule. As justified a posteriori, the level of structural complexity of the model is sufficient to account for energy localization in a nontrivial fashion.PACS numbers: 87.15.He, 36.20.EyThe peculiar resilience of the backbone has endowed the RNA molecule with potential for self-splicing, a cutting-and-pasting process whereby a portion of the chain is excised from flanking segments which are subsequently pasted together. The flanking segments, known as exons, code for information whereas the excised noncoding segment, known as the intron, is endowed with functional capability [1,2].A most remarkable property of the splicing process is its site specificity. Nevertheless, the prediction of the linkage which is prone to attack has hitherto eluded a theoretical formulation. We believe a reason for this is that only the relationship of structure and function has enjoyed paradigmatic status. Thus, a basic structural motif or concensus secondary structure consisting of well-defined Watson-Crick interactions between residues has been assigned to catalytically active species [2] with the expectation that the site specificity would be eventually deduced from structural considerations.In this work we advocate a complementary perspective, exploring the link between strain and catalytic function in an RNA chain. Thus, we intend to show that the basic structural motif may be regarded as a constraint that determines local regions of strain along the backbone, that is, regions prone to disruption. Most importantly, we shall show that under realistic assumptions on the exploration of conformation space, these sites coincide with the splicing sites located at the extremities of the intron. In other words, we shall show that the strain may be concentrated at the exon-intron junction.This endeavor brings up an associated problem, that of constructing a model Hamiltonian H which, when subject to concensus structural constraints, allows us to identify the splicing site with the site where a strain applied to the backbone would be most effective in deforming the structure. This issue pertains to a sensitivity analysis approach [3] where the object of interest is the symmetricwhere z t ,Zj denote backbone internal coordinates, F, is the force along coordinate z,, and the subscripts F-'O or tfc eq" indicate that all derivatives are evaluated at the conformation which realizes the energy minimum subject to the constraints imposed by the concensus secondary structure. Thus, the combination of strains to be applied yielding a maximal displacement of ...