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For an extensive list of references on magnetic monopoles, see the resource letter published in the American Journal of Physics [239] Kobe [364] also uses the Sttickelberg-Wheeler-Feynman idea to solve the negative-energy-photon problem and interpret the antiphoton However, he does not do a parity transformation He considers antiphotons to be negativeenergy states which go backward in time rather than in space-time As a result, his antiphotons turn out to be photons of the opposite helicity The American Journal of Physics has published some excellent pedagogical papers on light polarization and the spin of the photon You might wish to have a look specially at [46] and [277] Recently, the de Broglie wavelength of a two-photon wave packet has been measured [219].



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3-4a-3

Equation 3-32 describes the most common case of radical chain polymerization. It shows the polymerization rate to be dependent on the square root of the initiator concentration. This

Ole Keller holds the view that the question of the localizability of the photon cannot be separated from that of how a photon is born, say, out of an atom or molecule So he considers the interaction with matter and near-fields explicitly See, for instance, [342-350] Chan et al [98, 99] have recently followed a similar idea in which they dealt explicitly with the entanglement between the atom and the emitted photon using a Schmidt decomposition (for a pedagogical account of the use of the Schmidt decomposition for dealing with entangled systems, see [185}) But notice that their use of the dipole approximation in.





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dependence has been abundantly con rmed for many different monomer initiator combinations over wide ranges of monomer and initiator concentrations [Eastmond, 1976a,b,c; Kamachi et al., 1978; Santee et al., 1964; Schulz and Blaschke, 1942; Vrancken and Smets, 1959]. Figure 3-1 shows typical data illustrating the square-root dependence on [I]. Deviations from this behavior are found under certain conditions. The order of dependence of Rp on [I] may be observed to be less than one-half at very high initiator concentrations. However, such an effect is not truly a deviation from Eq. 3-32. It may be due to a decrease in f with increasing initiator concentration (Sec. 3-4g-2).

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the analysis in principle rules out the possibility of investigating localization of the photon to a region smaller than the typical size of an atom. Jauch and Piron [322] dropped Newton's and Wigner's [464] assumption that position measurements should be compatible (commute) with one another and obtained a position operator for the photon. Since then, this idea of dropping the commonsense ideas adopted in [464] of what a position measurement is and what localized states are has lead to a cottage industry of papers on alternative photon position operators. See, for example, [278-280]. For a review of Proca equations and the experimental search for an upper limit to the photon's mass, see [238,367]. See also Sec. 12.9 of Jackson's book [314] and the paper by Bass and SchrOdinger [44]. Crandall wrote a nice pedagogical paper in the American Journal of Physics [128] describing an undergraduate experiment to put an upper limit on the photon's mass. Those curious about quaternions should read Appendix C (they are used actively nowadays in computer animation, robotics, and in field theory). The following references should also be quite readable for the average physicist: [2, 67, 95, 96, 146, 179, 180,244,256,257,263,264,266,291], 9 of[386], and [506,566,567,588]. For a discussion on the localization of relativistic particles in the context of the consistent histories interpretation of quantum mechanics, see [471J. The consistent histories approach has been used to resolve [254] some apparent paradoxes related to localization of relativistic particles [286-288]. See also von Zuben's analysis of these paradoxes [621].

Fig. 3-1 Square root dependence of the polymerization rate Rp on the initiator concentration [I]. Methyl methacrylate, benzoyl peroxide, 50 C. After Schulz and Blaschke [1942] (by permission of Akademische Verlagsgesellschaft, Geest and Portig K.-G., Leipzig). *,* Vinyl benzoate, azobisisobutyronitrile, 60 C. After Santee et al. [1964] and Vrancken and Smets [1959] (by permission of Huthig and Wepf Verlag, Basel and Wiley-VCH, Weinheim).

iBn),

Alternately, the termination mode may change from the normal bimolecular termination between propagating radicals to primary termination, which involves propagating radicals reacting with primary radicals [Berger et al., 1977; David et al., 2001; Ito, 1980]:

A. = icp -

This occurs if primary radicals are produced at too high a concentration and/or in the presence of too low a monomer concentration to be completely and rapidly scavenged by monomer (by Eq. 3-14a). If termination occurs exclusively by primary termination, the polymerization rate is given by

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