1982
DOI: 10.1002/bip.360210913
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Steady‐state and transient electric birefringence of solutions of bent‐rod macromolecules

Abstract: SynopsisWe first calculate the steady-state birefringence, expressed in the form of specific Kerr constant, K,, of rigid, bent-rod macromolecules. Equations are derived for K,, as a function of the geometric and electro-optical parameters. We also consider flexibly hinged rods and evaluate K,, for them by averaging over the angle between the two arms, #. Next, we turn to the time decay of the electric birefringence. The decay function for rigid bent rods is a sum of three exponential terms, and a procedure for… Show more

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Cited by 32 publications
(27 citation statements)
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“…Our programs proved to be correct with respect to hydrodynamic, optical and electrical properties by comparison to calculations on models discussed in the literature according to published numerical results (18,20,29,31 ).…”
Section: Coordinate System Optical and Electrical Tensorsmentioning
confidence: 77%
“…Our programs proved to be correct with respect to hydrodynamic, optical and electrical properties by comparison to calculations on models discussed in the literature according to published numerical results (18,20,29,31 ).…”
Section: Coordinate System Optical and Electrical Tensorsmentioning
confidence: 77%
“…[C~(NH,),]~+-induced bending of the 153-bp fragment is also indicated by the decrease in the limit dichroism (Table I) (Table I) demonstrates that the hydrodynamic dimensions of the 153-bp fragment are not affected by the presence of two B-2 junctions. Since the 2-DNA segments at the ends of our 153-bp fragment are relatively long and rotation time constants of rodlike molecules are known to be strongly affected by bending, 19,25 we may conclude that the two B-Z junctions are neither strongly bent nor particularly flexible. The effect of strong bending on rotational diffusion is not expected to be canceled by phasing of two bending sites or by an increased stiffness of Z-DNA, whereas compensation of weak bending effects cannot be excluded.…”
mentioning
confidence: 92%
“…This interpretation is clearly at odds with the crystal structure (Moras et al, 1980) which resembles a bent rod with arms of approximately equal length separated by an angle of -1000 and with the base planes at an angle s20°to the long axis of the arm. Using a recently derived equation (Mellado and Garcia de la Torre, 1982), this model is calculated to have an f value close to that measured (see Materials and methods). This encourages belief in the estimates presented for the plant viruses and shows that they are related to RNA conformation but also makes it clear that detailed interpretation is not possible.…”
Section: Resultsmentioning
confidence: 93%