Q1 The following differential equation describes a water tank system d 1 1 -h(t) + -h(t) == 9:(t) dt AR A where h(t) is

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Q1 The following differential equation describes a water tank system d 1 1 -h(t) + -h(t) == 9:(t) dt AR A where h(t) is

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Q1 The Following Differential Equation Describes A Water Tank System D 1 1 H T H T 9 T Dt Ar A Where H T Is 1
Q1 The Following Differential Equation Describes A Water Tank System D 1 1 H T H T 9 T Dt Ar A Where H T Is 1 (63.14 KiB) Viewed 15 times
Q1 The following differential equation describes a water tank system d 1 1 -h(t) + -h(t) == 9:(t) dt AR A where h(t) is the variable describing the water level, A is the tank area R is the output restriction coefficient qi(t) is the input flow (d) Assuming a constant input qi(t)= constant = Q, derive the output in Laplace form. (e) Find and sketch the time response of the output h(t), from (d)
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