Water (density p=1000 kg/m^3) is discharging from through a hole at the bottom of a graduated...
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Water (density p=1000 kg/m^3) is discharging from through a holeat the bottom of a graduated cylinder. The mass flow rate exitingthe container may be approximated by: mass flow rate =C*p*A*(2*g*y)^(1/2) Where C is the dimensionless dischargecoefficient , A is the area of the discharge hole, g is theacceleration due to gravity, and y is the water height in thecontainer. The diameter of the graduated cylinder is 8 cm. For thefollowing givens, estimate the time to empty half the water fromthe container
. C= .6 A=.04 cm^2 g= 9.8 m/s^2 y(initial)= 20cm
NEED PICTURE OF EXCEL OR SPREADSHEET ORMATLAB
I found normal calculations on other page ofCHEGG.
Water (density p=1000 kg/m^3) is discharging from through a holeat the bottom of a graduated cylinder. The mass flow rate exitingthe container may be approximated by: mass flow rate =C*p*A*(2*g*y)^(1/2) Where C is the dimensionless dischargecoefficient , A is the area of the discharge hole, g is theacceleration due to gravity, and y is the water height in thecontainer. The diameter of the graduated cylinder is 8 cm. For thefollowing givens, estimate the time to empty half the water fromthe container
. C= .6 A=.04 cm^2 g= 9.8 m/s^2 y(initial)= 20cm
NEED PICTURE OF EXCEL OR SPREADSHEET ORMATLAB
I found normal calculations on other page ofCHEGG.
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