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EQNS - Mw = N M N M i i i i i 2 i i = w M w i i i 1 1 1 S =...

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M w = N i M i 2 N i M i = w i M i w i M n = N i M i N i pdi = M w M n R max = nl cos θ 2 R 2 = Nb 2 = C nl 2 R g 2 = Nb 2 6 F int kTv N 2 R 3 F int V = kT 2 ( vc n 2 + wc n 3 + ...) kT v N 2 R 6 + w N 3 R 9 + ... R ~ N υ Δ S mix n = Δ S mix = k φ A N A ln φ A + φ B N B ln φ B Δ G mix = Δ H mix T Δ S mix Δ G mix = kT φ N A ln φ + 1 φ N B ln 1 φ ( ) + χφ 1 φ ( ) χ T ( ) A + B T Δ G mix ∂φ = kT ln φ N A + 1 N A ln 1 φ ( ) N B 1 N B + χ 1 2 φ ( ) 2 Δ G mix ∂φ 2 = kT 1 N A φ + 1 N B 1 φ ( ) 2 χ DP n = M n egs ( ) MW mon S = k ln Ω [ η ] = η sp C C = 0 = η inh ( ) C = 0 [ η ] = K M a ( Π C ) C = 0 = RT M n + A 2 C Kc R θ c 0 = 1 M w 1 + 16 π 2 n 2 3 λ 2 R g 2 sin 2 θ 2 + ... log M 2 = [log K 1 log K 2 + ( a 1 + 1)log M 1 ] a 2 + 1 F ent kT R 2 Nb 2 F = F int + F ent kT v N 2 R 3 + R 2 Nb 2 T c = B 1 2 1 N A + 1 N B 2 A χ c = 1 2 N A + N B ( ) 2 N A N B = 1 2 1 N A + 1 N B 2 T s = B 1 2 1 N A φ ( ) + 1 N B 1 φ ( ) ( ) A χ S = 1 2 1 N A φ + 1 N B 1 φ ( ) χ b = 1 2 φ 1 ln φ N ln 1 φ ( ) N = ln φ 1 φ
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