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If the estimated ow rates through the elements are Qi, for i = Q2 K2 1, 2, 3 & 4, which may not be the correct ow rates, substituting Q3 these estimated ow rates into Equation iii will not lead to equality of the left and right hand sides of the equation. How- K1 K3 Q ever, the need to ensure mass conservation in the loop requires Q 1 that, in making adjustments to the estimated ow rates to bring A B their values to the correct values, the same increment must be Q4 K4 made to each ow rate in the same direction whilst ow rates in the opposite direction must each be reduced by the same amount, and vice versa. Such a correction would not upset the ow rate through any branch in the network outside the loop under concern. Assume that Qi, for i = 1, 2 and 3, each needs to be increased by DQ but Q4 needs to be reduced by DQ in order to satisfy Equation iii, then: Qi = Qi + DQ for i = 1, 2 & 3 Q4 = Q4 - DQ The squares of the ow rates are:

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Alvarez, M M, F J Muzzio, S Cerbelli, and A Adrover (1997) Self-similar spatiotemporal structure of material laments in chaotic ows, Fractals Eng, 1, 323 335 Amanullah, A, L Serrano-Carreon, B Castro, E Galindo, and A W Nienow (1998) The in uence of impeller type in pilot scale Xanthan fermentations, Biotech & Bioeng, 57(1), 95 108 Aref, H (1984) Stirring by chaotic advection, J Fluid Mech, 143, 1 21 Arnold, V I (1963) Small denominators and problems of stability in classical and celestial mechanics, Russ Math Surv, 18(6), 85 191 Avalosse, Th, and M J Crochet (1997) Finite-element simulation of mixing: 2 Threedimensional ow through a kenics mixer, AIChE J, 43(3), 588 597 Cerbelli, S (2000) The topology of chaotic two-dimensional systems, PhD dissertation, Graduate School of New Brunswick, Rutgers University, New Brunswick, NJ Chaiken, J, R Chevray, M.

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