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d t / d x = μ E μ t 1 2 S t + 1 2 S s , d s / d x = μ E μ s 1 2 S s + 1 2 S t .
d I x / d x = μ I x S I x .
d I x / d x = ( μ + B + F ) I x ,
d I x / d x = ( μ + B + F ) I x , d t / d x = F I x μ t B t + B s , d s / d x = B I x μ s B s + B t .
T = Q K + P ( μ + B + F ) X B sinh K X ( μ + B ) sinh K X + K cosh K X ( Q 1 ) ( μ + B + F ) X , R = P K ( μ + B + F ) X + Q B sinh K X ( μ + B ) sinh K X + K cosh K X P , K = [ μ ( μ + 2 B ) ] 1 2 P = ( μ μ ) B + ( B B ) ( B + F ) ( μ 2 μ 2 ) + 2 μ ( F + B ) 2 μ B + ( F + B ) 2 , Q = ( μ + μ ) F + ( B + F ) ( B + F ) ( μ 2 μ 2 ) + 2 μ ( F + B ) 2 μ B + ( F + B ) 2 .
R = Q B / ( μ + B + X ) P .
r 1 = 1 2 + ( n 1 ) ( 3 n + 1 ) 6 ( n + 1 ) 2 + { n 2 ( n 2 1 ) 2 ( n 2 + 1 ) 3 } log ( n 1 n + 1 ) 2 n 3 ( n 2 + 2 n 1 ) ( n 2 + 1 ) ( n 4 1 ) + { 8 n 4 ( n 4 + 1 ) ( n 2 + 1 ) ( n 4 1 ) 2 } log n .
T = r 0 t r t 0 ( 1 + t 0 2 ) , R = ( 1 r 0 r b ) ( 1 + t 0 2 t 0 ) .
R + P Q = B X sinh K X ( μ X + B X ) sinh K X + K X cosh K X , log 10 1 T + log 10 Q = log 10 ( μ X + B X ) sinh K X + K X cosh K X K X .
log Q = 1 2 Δ D = 0.149 ;
P = 1 2 ( Δ R ) ( Q ) = 1 2 × 9.7 × 1.41 = 6.9
ρ = r 1 + ( 1 r 1 ) ( 1 r 2 ) R ( 1 r 2 R ) + r 2 T T ( 1 r 2 R ) 2 r 2 2 T 2 , τ = ( 1 r 1 ) ( 1 r 2 ) T ( 1 r 2 R ) + r 2 R T ( 1 r 2 R ) 2 r 2 2 T 2 , ρ b = r 1 + ( 1 r 1 ) ( 1 r 2 ) × R ( 1 R b R ) + R b T T ( 1 R b R ) ( 1 r 2 R ) r 2 R b T 2 , ρ = r 1 + ( 1 r 1 ) ( 1 r 2 ) R 1 r 2 R .