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Resonant polarization

Resonance, polarity, and steric considerations are all believed to play an important role in copolymerization chemistry, just as in other areas of organic chemistry. Things are obviously simphfied if only one of these is considered but it must be remembered that doing this necessarily reveals only one facet of the problem. Nevertheless, there are times, particularly before launching an experimental investigation of a new system, when some guidelines are very useful. The following example illustrates this point. [Pg.443]

The monomer pair, acrylonitrile—methyl acrylate, is close to being an ideal monomer pair. Both monomers are similar in resonance, polarity, and steric characteristics. The acrylonitrile radical shows approximately equal reactivity with both monomers, and the methyl acrylate radical shows only a slight preference for reacting with acrylonitrile monomer. Many acrylonitrile monomer pairs fall into the nonideal category, eg, acrylonitrile—vinyl acetate. This is an example of a nonideality sometimes referred to as kinetic incompatibiUty. A third type of monomer pair is that which shows an alternating tendency. [Pg.278]

Af-Oxidation of pyrazines appears to result in increased shielding of the a and a carbon resonances by 6-11 p.p.m., whereas the /3 and /3 carbon atoms are deshielded by 3-4 p.p.m., a trend similar to that observed with substituted pyridines. These results have been qualitatively explained in terms of resonance polar effects (80OMR(l3)l72). [Pg.160]

CH=NH,118 CH=S,118 CH=OH,120 and N02H.117 The most comprehensive study which also incorporates results form earlier work is that by Bernasconi and Wenzel118 the present discussion is largely based on this paper and on references 113, 117, and 120. A major conclusion is that even though the intrinsic barriers of these gas phase reactions depend on the same factors as solution phase proton transfers such as resonance, polar, and polarizability effects, the relative importance of these factors is quite different in the gas phase, and electrostatic effects involving the proton-in-flight constitute an important additional factor. [Pg.262]

It is plausible that the RF-backbone of the aerogels alone shows no resonant polarization in the frequency-band investigated. The molecules have no permanent dipole moment which could oscillate at these frequencies. All other possible relaxation phenomena (e.g. vibrational or electronic polarization) take place in frequency bands well above the one investigated. From results 8.3. we learn, that water has a strong influence on the impedance spectrum and thus on the relaxation, e" increases while the characteristic frequency (Uioss decreases with the amount of water adsorbed. [Pg.553]

In particular, called resonance polar effect [Taft, 1956] is defined for any benzene derivative where there is no direct conjugation between substituent and reactive it can be considered constant for a particular solvent, therefore expressing resonance interactions between substituent and skeletal group. 6r is usually referred to as the effective resonance constant and of hold for electrophilic and nucleophilic reaction series, respectively. [Pg.150]

Nuclear magnetic resonance Polar meters Ultraviolet Visible Other... [Pg.102]

How do you interpret the values of p and r in these equations Which system is more sensitive to the aryl substituents How do you explain the difference in sensitivity Sketch the resonance, polar, and hyperconjugative interactions that contribute to these substituent effects. What geometric constraints do these interactions place on the ions ... [Pg.463]

Figure 32. Surface phonon dispersion for Nb(OOl). The data are the solid points which were taken at 900 K. Panels a and b correspond to slab dynamics calculations with two different force constant models the calculation in panel b uses the force constants from the bulk phonon fits. The solid lines represent the surface phonons and resonances polarized mainly longitudinally (or parallel), the lines with long dashes represent phonons polarized mainly perpendicularly, and those with short dashes are shear horizontal. (Reproduced from Fig. 6 of Ref. 107, with permission.)... Figure 32. Surface phonon dispersion for Nb(OOl). The data are the solid points which were taken at 900 K. Panels a and b correspond to slab dynamics calculations with two different force constant models the calculation in panel b uses the force constants from the bulk phonon fits. The solid lines represent the surface phonons and resonances polarized mainly longitudinally (or parallel), the lines with long dashes represent phonons polarized mainly perpendicularly, and those with short dashes are shear horizontal. (Reproduced from Fig. 6 of Ref. 107, with permission.)...
Fig. 5.36 Experimental setup for optical-optical double resonance polarization spectroscopy in the UV [607]... Fig. 5.36 Experimental setup for optical-optical double resonance polarization spectroscopy in the UV [607]...
Microwave-Optical Double-Resonance Polarization Spectroscopy... [Pg.263]

A very sensitive and accurate double-resonance technique is microwave-optical double-resonance polarization spectroscopy (MOPS), developed by Ernst et al. [Pg.263]

M. Kabir, S. Kasabara, W. Demtroder, A. Doi, H. Kato, Doppler-free laser poleirization spectroscopy and optictil-optical double resonance polarization spectroscopy of a large molecule naphthalene. J. Chem. Phys. 119,3691 (2003)... [Pg.707]

Kasahara, S., Fujiwara, C., Okada, N., Kato, H., and Baba, M., Doppler-free optical-optical double resonance polarization spectroscopy of the Rb 1 ff and 2 states,/. Chem. Phys., Ill, 8857, 1999. [Pg.214]

Figure 9.3 Mip-mediated surface water displacement from polystyrene (PS). PS beads were labeled with tethered nitroxide spin labels. Upon excitation during electron spin resonance, polarization was transferred to the surrounding water molecules within 15 A. Polarized water molecules present relaxation correlation times (t in Table inset) that reflect the local environment. Longer times denote more confinement and lower diffusivily. Only one adhesive protein, mfp-3s, is capable of increasing the surface water relaxation time, presumably by adsorbing directly onto the PS surface. Mfp-3s is notable for having a high hydrophobicity (inset table), as indicated by the negative hydropathy value, which denotes a normalized per average free energy of transfer from water to the non-polar solvent Data from ref. 22. Figure 9.3 Mip-mediated surface water displacement from polystyrene (PS). PS beads were labeled with tethered nitroxide spin labels. Upon excitation during electron spin resonance, polarization was transferred to the surrounding water molecules within 15 A. Polarized water molecules present relaxation correlation times (t in Table inset) that reflect the local environment. Longer times denote more confinement and lower diffusivily. Only one adhesive protein, mfp-3s, is capable of increasing the surface water relaxation time, presumably by adsorbing directly onto the PS surface. Mfp-3s is notable for having a high hydrophobicity (inset table), as indicated by the negative hydropathy value, which denotes a normalized per average free energy of transfer from water to the non-polar solvent Data from ref. 22.
Figure 3 shows the real part e and the imaginary part e"oi the complex dielectric constant e= e - je of conducting polymer composites in dependence on frequency. The permittivity measurements show resonance polarization of the composite materials (Fig. 3). The resonance frequency is around 1.5 GHz. This could be explained with polarization and conductivity losses of carbon black particles in the polymer matrix. The measurements show low relative permittivity almost in the whole range of frequencies. The composites possess high values of e, e"dead high tannin the radio frequency range, at 1.5 GHz indicating that the composites could be utilized as EMI shielding material at this frequency range. Figure 4 shows the loss factor tanj = e"ie versus frequency for selected composites. Figure 3 shows the real part e and the imaginary part e"oi the complex dielectric constant e= e - je of conducting polymer composites in dependence on frequency. The permittivity measurements show resonance polarization of the composite materials (Fig. 3). The resonance frequency is around 1.5 GHz. This could be explained with polarization and conductivity losses of carbon black particles in the polymer matrix. The measurements show low relative permittivity almost in the whole range of frequencies. The composites possess high values of e, e"dead high tannin the radio frequency range, at 1.5 GHz indicating that the composites could be utilized as EMI shielding material at this frequency range. Figure 4 shows the loss factor tanj = e"ie versus frequency for selected composites.

See other pages where Resonant polarization is mentioned: [Pg.48]    [Pg.382]    [Pg.214]    [Pg.101]    [Pg.237]    [Pg.184]    [Pg.252]    [Pg.1]    [Pg.1097]    [Pg.160]    [Pg.297]    [Pg.56]    [Pg.379]    [Pg.653]    [Pg.653]    [Pg.1097]    [Pg.48]    [Pg.56]    [Pg.299]    [Pg.343]    [Pg.103]    [Pg.830]    [Pg.250]    [Pg.324]    [Pg.132]    [Pg.218]    [Pg.603]    [Pg.171]    [Pg.124]   
See also in sourсe #XX -- [ Pg.48 ]




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Cross-polarization experiment resonance assignments

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Cross-polarization magic angle resonance spectroscopy

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Cross-polarization/magic-angle spinning resonance

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Microwave-Optical Double-Resonance Polarization Spectroscopy

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