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STOP ANSWERING THE SAME ANSWER! I WAS SO SICK, THRICE ASKING THE SAME QUESTIONS YET GET THE SAME UNSATISFIED ANSWER a Take a look at
STOP ANSWERING THE SAME ANSWER! I WAS SO SICK, THRICE ASKING THE SAME QUESTIONS YET GET THE SAME UNSATISFIED ANSWER
a Take a look at the following water storage tank system. Cylindrical tank. The assumption, that the density of the liquid is constant. F is the volumetric flow rate (m3/men), v1, V2 is the volume of liquid in tank 1 and tank 2. hi and h2 = liquid level (m). R1, R2 = flow resistance. Pi Vi p bi V2 1. h2 X2 Ri F2 R2 F3 The relationship between the flow rate out of the liquid from tank 1 and tank 2 with the fluid level (h): F2 = (11-12)/R1 F3 =. (h5/8) / R2 a. Show derivative equations of the mathematical model of the system to describe the relationship of the fluid levels h1 and h2 as a function of time (t). b. Linearization of the model equations you getStep by Step Solution
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