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In the two-tank, liquid-level system shown below, g is the inflow rate, R and R are valve resistances, h, and h are liquid levels,
In the two-tank, liquid-level system shown below, g is the inflow rate, R and R are valve resistances, h, and h are liquid levels, and q2 is the outflow rate. The governing equation for this system is derived as a second-order ODE relating the inflow and outflow rates: RCRC2+(RC + RC + RC)42 +92 = 9 Assume RC = , RC=2, and R =3R. If q(t)= for 120, and initial conditions are zero, find 92 (1) for 120. Also find the steady-state value of q (1). h Capacitance C R H h Capacitance C 92
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Elementary Principles of Chemical Processes
Authors: Richard M. Felder, Ronald W. Rousseau, Lisa G. Bullard
4th edition
978-1118431221, 9781119192138, 1118431227, 1119192137, 978-1119498759
