- A Cylindrical Container With Radius 0 5 Mm Contains 4 M3 Of H2 Suppose There Is A Hole Where The Fluid Exits Of Are 1 (110.39 KiB) Viewed 13 times
= A cylindrical container with radius = 0.5 mm contains 4 m3 of H2 Suppose there is a hole, where the fluid exits of area 0.001 m2 punched at the bottom. Create a mathematical model of the volume of the remaining fluid as a function of time. The speed of efflux (change in outgoing volume per time), as given by the Torricelli's Law is where g=9.81 m/s2 and h is the height of the fluid above the hole. Find the volume at t = 0.5 if h = 0.5. = Hint: The formula for Volume=arah, The mathematical model is dv/dt=sqrt(2gh)