Elementary Principles 458 - 10.9 (cont'd) where: PV I = 10...

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10- 10 10.9 (cont’d) where: PV I A I B I C I T I N bg ch di =∗ + = 10 1 2 1 ,, 33 1 4 1 3 +− + + + N N NF NL NV XF I XL I XV I PV I TF T P Q N N N N b g variables mass balance energy balances equilibrium relations Antoine equations degrees of freedom , , , ( ), ( ), ( ), ( ), , , , Design Set TF T P NF XF I ,,, , mr Eliminate NL form (2) using (1) Eliminate XV(I) form (2) using (5) Solve (2) for XL ( I ) XL I XF I NF NF NV PV I P + 16 Sum (6) ove I to Eliminate XL(I) f NV NF XF I NF NV PV I P I N b g =− + + = = 11 0 7 1 Use Newton's Method to solve (7) for NV Calulate NL from (1) XL(I) from (2) XV(I) from (5) Q from (3) b. C* * CHAPTER 10 - - PROBLEM 9 DIMENSION SF(8), SL(8), SV(8) DIMENSION A(7), B(7), C(7), CP(7), HV(7)
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