Question: solve this question provide detailed steps using undetermined coefficients method! In the two-tank, liquid-level system shown below, q is the inflow rate, R1 and R2
In the two-tank, liquid-level system shown below, q is the inflow rate, R1 and R2 are valve resistances, h1 and h2 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: R1C1R2C2q2+(R1C1+R2C2+R2C1)q2+q2=q Assume R1C1=23,R2C2=2, and R1=3R2. If q(t)=32 for t0, and initial conditions are zero, find q2(t) for t0. Also find the steady-state value of q2(t)
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