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Topics in Current Chemistry

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110 Ralf Steudel teau of ca. 50% S1 reached at temperatures above 250 􏰹C as was later ob- served by many authors including Koh and Klement [24]. Also, the polymer content started to increase right from the melting point of b-S8 in agreement with the experimental observations and not only above 157 􏰹C. However, this model is nevertheless unsatisfactory since it predicts a diradical concentra- tion of 7% at 150 􏰹C in contradiction to the ESR spectroscopic results which show first traces of free spins at 153 􏰹C only [69] (see above). If these radi- cals are assumed to be extremely long chains (resulting in a low spin con- centration) one would expect an increase in viscosity from 120 to 150 􏰹C in contrast to the observed decrease. Furthermore, the existence of rings other than S8 in liquid sulfur is ignored in this model. In 1952, Gee [64] analyzed the thermal behavior of liquid sulfur. He was aware of the fact that the melt contains traces of cyclo-S6 (since he noticed that S6 is present in sulfur vapor) besides S8 rings as well as diradical chains but initially he based his model solely on the following ring addition reac- tion: SCi þSR8 Ð SCj ðj 1⁄4 iþ8Þ ð15Þ Assuming DHo>0 and DSo>0, Gee derived the equation 􏱧lnð1 􏱧 FÞ 1⁄4DHoð1=TF 􏱧 1=TÞ=R ð16Þ using Flory􏰸s polymerization theory. The polymer concentration F is then predicted as zero below a certain “critical transition temperature” TF at which F suddenly increases. Using older literature data for the temperature dependence of the polymer content of the sulfur melt Gee derived DHo=17 kJ mol􏱐1 for the ring addition reaction at Eq. (15). Equation (16) predicts a continuous increase of the polymer content F with increasing temperature resulting in a value of ca. 80% at 400 􏰹C while for temperatures below TF the equation is invalid. This behavior is in sharp contrast to many experimental observations. Therefore, the author proposed a second equilib- rium reaction: SCi Ð SCi􏱧xþSCx ði>>xÞ ð17Þ With a number of assumptions regarding the enthalpy of this reaction and the maximum chain-length of the polymer another mathematical equa- tion was derived which is applicable at all temperatures but yields a polymer concentration of only 10􏱐12% at 120 􏰹C in contradiction to all analytical data available at the time. In a supplementary publication by Gee et al. [66] the enthalpy of the ring addition reaction was reduced to 13.3 kJ mol􏱐1 and the reaction entropy assumed as 31 J mol􏱐1 K􏱐1 but novel results were not ob- tained. The authors discussed however the possibility that the sulfur melt may contain rings larger than S8 and that the polymer S1 present at temper- atures below 159 􏰹C may consist of very large rings rather than chains. Tobolsky and Eisenberg [67, 68] presented another general analysis of equilibrium polymerization systems and based their model for liquid sulfur on the following reversible reactions:

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