1981
DOI: 10.1021/bi00527a016
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Segmental flexibility of immunoglobulin G antibody molecules in solution: a new interpretation

Abstract: We propose a new model for the segmental flexibility of immunoglobulin G (IgG). The flexibility of native and mildly reduced anti-5-(dimethylamino)naphthalene-1-sulfonyl (anti-dansyl) antibody was reexamined by nanosecond fluorescence spectroscopy using deconvolution and lamp-shift corrections. The rabbit antibodies used for this study were purified of dimers and other aggregates. The original results indicated that the decay of fluorescence anisotropy involved two rotational correlation times. It was suggeste… Show more

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Cited by 115 publications
(80 citation statements)
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“…We conclude that the probe is tightly bound to HSA and its anisotropy decay reflects the overall rotation of the protein. Similarly, for IgG the recovered rotational correlation time of 108 ns represents rotational motion of the F ab segments, which were previously shown to display correlation times near 18 and 100 ns (27). A single correlation time adequately described these data as determined from the residuals and R 2 .…”
Section: Resultsmentioning
confidence: 60%
“…We conclude that the probe is tightly bound to HSA and its anisotropy decay reflects the overall rotation of the protein. Similarly, for IgG the recovered rotational correlation time of 108 ns represents rotational motion of the F ab segments, which were previously shown to display correlation times near 18 and 100 ns (27). A single correlation time adequately described these data as determined from the residuals and R 2 .…”
Section: Resultsmentioning
confidence: 60%
“…[4][5][6][7][8][9] The human IgG1 hinge region consists of 17 residues and may be subdivided into upper, core, and lower hinge regions. 10 The upper hinge includes residues D 221 KTHT 225 (Eu numbering 11 ) and has been shown to be solvent exposed and highly flexible with little to no structure (disordered) for IgG1 b12.…”
Section: Introductionmentioning
confidence: 99%
“…However, we assume that these The changes in I VV , I VH , I(54.7), A, and lifetimes equations apply to a first approximation to the case of which occur when pyrene-poly(C) hybridizes with po-multiple lifetimes if we use the average lifetime of Eq. ly(I) can be related to each other through the following [3] in place of t in these equations (12). Furthermore, steady-state relationships which apply strictly to the we assume that the equations can be used for practical case where the fluorophore displays a single lifetime t, estimates in cases of restricted rotational motion where is free to rotate in all direction (unrestricted rotational the restriction is not severe (low fluorescence anisotmotion) (6,11), and is not subject to static quenching.…”
Section: Poly(c) (U Refers To Unhybridized and H To Completelymentioning
confidence: 99%
“…This Equations [4] and [5] and [7] to [12] show that the effects of t and anisotropy A on the steady-state fluo-pyrene-labeled poly(C) displays smaller changes in intensity upon hybridization than the sulfonylchloriderescence intensities I VV and I VH can be separated or factored as individual terms. The lifetime factor is the labeled poly(C).…”
Section: Poly(c) (U Refers To Unhybridized and H To Completelymentioning
confidence: 99%