Previously, we have shown that p-cyanophenylalanine (PheCN) and tryptophan (Trp) constitute an efficient fluorescence resonance energy transfer (FRET) pair that has several advantages over commonly used dye pairs. Here, we aim to examine the general applicability of this FRET pair in protein folding–unfolding studies by applying it to the urea-induced unfolding transitions of two small proteins, the villin headpiece subdomain (HP35) and the lysin motif (LysM) domain. Depending on whether PheCN is exposed to solvent, we are able to extract either qualitative information about the folding pathway, as demonstrated by HP35, which has been suggested to unfold in a stepwise manner, or quantitative thermodynamic and structural information, as demonstrated by LysM, which has been shown to be an ideal two-state folder. Our results show that the unfolding transition of HP35 reported by FRET occurs at a denaturant concentration lower than that measured by circular dichroism (CD) and that the loop linking helix 2 and helix 3 remains compact in the denatured state, which are consistent with the notion that HP35 unfolds in discrete steps and that its unfolded state contains residual structures. On the other hand, our FRET results on the LysM domain allow us to develop a model for extracting structural and thermodynamic parameters about its unfolding, and we find that our results are in agreement with those obtained by other methods. Given the fact that PheCN is a non-natural amino acid and, thus, amenable to incorporation into peptides and proteins via existing peptide synthesis and protein expression methods, we believe that the FRET method demonstrated here is widely applicable to protein conformational studies, especially to the study of relatively small proteins.

It is generally believed that unfolded or denatured proteins show random coil statistics and hence their radius of gyration simply scales with solvent quality (or denaturant concentration). Indeed, nearly all proteins studied thus far have been shown to undergo a gradual and continuous expansion with increasing denaturant concentration. Here, we use fluorescence correlation spectroscopy (FCS) to show that while protein A, a multidomain and predominantly helical protein, expands gradually and continuously with increasing concentration of guanidine hydrochloride (GdnHCl), the F(ab′) 2 fragment of goat anti-rabbit antibody IgG, a multi-subunit all β-sheet protein, however, does not show such continuous expansion behavior. Instead, it first expands and then contracts with increasing GdnHCl concentration. Even more striking is the fact that the hydrodynamic radius of the most expanded F(ab′) 2 ensemble, observed at 3-4 M GdnHCl, is ca. 3.6 times that of the native protein.Further FCS measurements involving urea and NaCl show that the unusually expanded F(ab′) 2 conformations might be due to electrostatic repulsions. Taken together, these results suggest that specific interactions need to be considered while assessing the conformational and statistical properties of unfolded proteins, particularly under conditions of low solvent quality. KeywordsFCS; Flory's random coil model; IgG; protein folding; unfolded state Despite its obvious importance in understanding how proteins fold, the unfolded or denatured state of proteins remains relatively unexplored. 1,2 Recent years have thus seen an increasing number of studies focused on the conformational properties of proteins in their unfolded state. 3-24 Of particular interest are those which assess the molecular dimensions as well as conformational dynamics of proteins under various denaturing conditions using ensemble 11-20 or single-molecule techniques. 25-32 All these studies, while involving a wide variety of peptides and proteins that span a large range of chain lengths (8-549 aa), generally support the notion that unfolded proteins behave as self-avoiding random-coils which undergo a continuous expansion with increasing denaturant concentration, following Flory's powerlaw relationship (i.e., R G = R 0 N ν ; where R G is the radius of gyration, R 0 is a constant determined *Corresponding author. Email address: gai@sas.upenn.edu. & L.G. and P.C. contributed equally to this work.Publisher's Disclaimer: This is a PDF file of an unedited manuscript that has been accepted for publication. As a service to our customers we are providing this early version of the manuscript. The manuscript will undergo copyediting, typesetting, and review of the resulting proof before it is published in its final citable form. Please note that during the production process errors may be discovered which could affect the content, and all legal disclaimers that apply to the journal pertain. Figure 1a). Because of its distinctive structural characteristics and the prevalence of antibodies...

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