We describe a method for making natural, physical movements in a chained po
lymer by sequentially adjusting a few neighboring torsion angles in the pol
ymer backbone. In addition to being very fast and easy to implement, the me
thod is also very general. It applies equally well to proteins and nucleic
acids. This method is then used to design a local refinement procedure. We
test the refinement procedure on the minimization of a simple energy functi
on for proteins. The energy function has a simplified potential for hydroph
obic interaction, a hydrogen-bond term, and a term for van der Waals intera
ction. There is considerable current interest in such simple energy functio
ns for protein folding, When applied to refine structures found by a global
search method, the refinement is able to produce large reduction in the hy
drogen-bond term and the van der Waal term of the energy. We conclude that
the method is particularly effective in finding good "packing" of residues
in an initially compact conformation.