Question: SHOW HOW TO USE MATLAB TO SOLVE The gravity draining tank in Figure 1 has a linear valve (i.e., Fi=KvPv ) and the outlet flow

Figure 1 has a linear valve (i.e., Fi=KvPv ) and the outlet flow can be considered to follow square root law (i.e., Fo=Khh1/2 ). SHOW HOW TO USE MATLAB TO SOLVE

The gravity draining tank in Figure 1 has a linear valve (i.e., Fi=KvPv ) and the outlet flow can be considered to follow square root law (i.e., Fo=Khh1/2 ). The tank is 100cm high and has an inner diameter of 25cm. The normal steady-state operation is: h=49cm,Pv=50%open Other process parameters: Kv=70min%openml,Kh=500mincm21ml,=62.4cm3lb Simulate each of the following step changes using an ODE solver in Matlab and plot how level will change with time Pv=10%,20%

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