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A polymer resist being stretched or compressed by restorring force f. The sign convention of f is such that positive f leads to stretching or increasing R. This force appears in the expression for the free energy of anideal polymer. dG =-SdT - fdR Where R is the end to end distance. In this problem you will compute this force as a function of R and temp T
A) derive the relationship (df/dT)R=(dS/dR)T (they are partial derivatives -maxwell equations with the R and T constant
B) for an ideal polymer. S(R)=const-R^2 /(2Na^2)+2ln(R/a) use this equation to evaluate (dS/dR) T constant
C) using your results from parts a and b find f as a function of T and R. You will have to integrate (df/dT)Rt in temperature. From 0 to T. Assume that f(T=0)=0
D) which term in the nswer for part c resists compression? Which term resists stretching?
E) sketch a graph of f(R) at three different temperatures. Does it require more or less force to stretch the polymer as the temp increases?
Show all the steps in the mechanism for the following reaction, When benzene is mixed with deuterated sulfuric acid, deuterium is slowly incorporated onto the ring. Show the mechanism for this reaction and explain how this relates the sulfonation of ..
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