1986
DOI: 10.1021/bi00351a012
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Backbone dynamics of a model membrane protein: carbon-13 NMR spectroscopy of alanine methyl groups in detergent-solubilized M13 coat protein

Abstract: The filamentous coliphage M13 possesses multiple copies of a 50-residue coat protein which is inserted into the inner membrane of Escherichia coli during infection. 13C nuclear magnetic resonance (NMR) spectroscopy has been used to probe the structure and dynamics of M13 coat protein solubilized in detergent micelles. A comparison of backbone dynamics within the hydrophobic core region and the hydrophilic terminal domains was obtained by biosynthetic incorporation of [3-13C]alanine. Alanine is distributed thro… Show more

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Cited by 90 publications
(83 citation statements)
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References 43 publications
(34 reference statements)
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“…Provided that spins I 1 and I 2 have non-degenerate chemical shifts, the two tensor components that remain are 2 1z (2 z) I S z of T̃2 ,0 and of T̃2 ,±1 , giving rise to the and spectral density terms. The term vanishes since S z commutes with T̃2 ,0 , while the contribution of can be calculated using standard procedures: (32) A symmetric pair of interactions between the and also contributes to cross-correlated relaxation rate, giving a factor of two in the final equation for . Using Equation 12a, we obtain the following expression for : (33) where d is defined in Equation 15.…”
Section: Cross-correlated Relaxation or Relaxation Interferencementioning
confidence: 99%
“…Provided that spins I 1 and I 2 have non-degenerate chemical shifts, the two tensor components that remain are 2 1z (2 z) I S z of T̃2 ,0 and of T̃2 ,±1 , giving rise to the and spectral density terms. The term vanishes since S z commutes with T̃2 ,0 , while the contribution of can be calculated using standard procedures: (32) A symmetric pair of interactions between the and also contributes to cross-correlated relaxation rate, giving a factor of two in the final equation for . Using Equation 12a, we obtain the following expression for : (33) where d is defined in Equation 15.…”
Section: Cross-correlated Relaxation or Relaxation Interferencementioning
confidence: 99%
“…(3)] with D Ϫq ϭ D q . The ␤ is the angle formed between the Z axis of the rotational diffusion tensor and the C ␣ -C ␤ bond, and d (2) are second-order Wigner rotation matrices. The a , a , b , and b are time-independent polar angles for a and b motional vectors in a molecular frame where the Z axis is directed along the C ␣ -C ␤ bond.…”
Section: Motional Models For Nmr Relaxation Data Analysismentioning
confidence: 99%
“…The ( j ) 1 are correlation times for methyl group rotations determined by using the model of anisotropic diffusion with multiple internal rotations. The ( j ) 2 and (E j ) 2 are correlation times and potential energy barriers for methyl group rotations determined by using a two-parameter model expressed in Eq. (17).…”
Section: Figurementioning
confidence: 99%
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“…Since analyses have proven useful for the analysis of relaxation data in recent years, a certain preference has been given to the utilization of the "modelfree" approach of Lipari and Szabo (16) (equivalent in spectral density form to the "two-step" model suggested by Wennerstrom et al (17)). A number of authors have applied this model-free approach to the molecular dynamics of a number of biologically related systems (18)(19)(20)(21). In particular, and in relation to this work, the model has been adapted to examine both the internal and overall motions of a number of saccharides (22)(23)(24).…”
Section: Theorymentioning
confidence: 99%