(Dill/Bromberg 31.2) a) Use the Flory-Huggins theory to estimate the number ν(1) of configurations of a...

(Dill/Bromberg 31.2) a) Use the Flory-Huggins theory to estimate the number ν(1) of configurations of a folded protein chain confined to be maximal compact, M = N. Simplify the expression using Stirling’s approximation. b) If the number of configurations of an unfolded protein chain is ν1(u) = M(z −1)N−1 (since M >> N), compute the entropy of folding ∆Sf old = kB ln " ν1(c) ν1(u)

Solutions

Expert Solution

Amanda K answered 1 week ago

Next > < Previous

Related Solutions

(Dill/Bromberg 31.2) a) Use the Flory-Huggins theory to estimate the number of congurations of a folded...

(Dill/Bromberg 31.2) a) Use the Flory-Huggins theory to estimate the number of congurations of a folded protein chain conned to be maximal compact, M = N. Simplify the expression using Stirling's approximation.

Use molecular orbital theory to predict reasonable first excited configurations for C2 and N2. Determine and...

Use molecular orbital theory to predict reasonable first excited configurations for C2 and N2. Determine and order the term symbols for each configuration. Use the notation σg1s, etc. for the orbitals and the notation 1Σg etc, for the terms.

Number Theory 1

What is the quickest way to determine if a number is a perfect square?

Explain the trend in CO stretches below. ν(CO) = 2143 cm-1 in CO ν(CO) = 2090...

Explain the trend in CO stretches below. ν(CO) = 2143 cm-1 in CO ν(CO) = 2090 cm-1 in [Mn(CO)6]+ ν(CO) = 2000 cm-1 in [Cr(CO)6] ν(CO) = 1860 cm-1 in [V(CO)6]-

NUMBER THEORY 1.Use the Euclidian algorithm to calculate the GCD of 1160718174 and 316258250. 2.Use Fermat’s...

NUMBER THEORY 1.Use the Euclidian algorithm to calculate the GCD of 1160718174 and 316258250. 2.Use Fermat’s Little Theorem to solve for x^86 ≡ 6 (mod 29).

. Write electronic configurations of beryllium with oxidation number +2, copper, and antimony with oxidation number...

. Write electronic configurations of beryllium with oxidation number +2, copper, and antimony with oxidation number +3. For each element, write electronic block where they belong (s, p, d, f) and valence electrons and quantum number for one electron of each element.

Question