Single-molecule manipulation techniques reveal that stretching unravels ind
ividually folded domains in the muscle protein titin and the extracellular
matrix protein tenascin. These elastic proteins contain tandem repeats of f
olded domains with beta-sandwich architecture. Herein, we propose by stretc
hing two model sequences (S1 and S2) with four-stranded beta-barrel topolog
y that unfolding forces and pathways in folded domains can be predicted by
using only the structure of the native state. Thermal refolding of S1 and S
Z in the absence of force proceeds in an all-or-none fashion. In contrast,
phase diagrams in the force-temperature (f,T) plane and steered Langevin dy
namics studies of these sequences, which differ in the native registry of t
he strands, show that S1 unfolds in an all-or-none fashion, whereas unfoldi
ng of S2 occurs via an obligatory intermediate. Force-induced unfolding is
determined by the native topology. After proving that the simulation result
s for S1 and S2 can he calculated by using native topology alone, we predic
t the order of unfolding events in Ig domain (Ig27) and two fibronectin ill
type domains ((9)FnIII and (10)FnIII). The calculated unfolding pathways f
or these proteins, the location of the transition states, and the pulling s
peed dependence of the unfolding forces reflect the differences in the way
the strands are arranged in the native states. We also predict the mechanis
ms of force-induced unfolding of the coiled-coil spectrin (a three-helix bu
ndle protein) for all 20 structures deposited in the Protein Data Bank. Our
approach suggests a natural way to measure the phase diagram in the (f,C)
plane, where C is the concentration of denaturants.