a. Calculated initial velocity b. Experimental c. Experimental d. Calculated final velocity initial velocity Error e. Experimental final velocity f. Experimental Error g. Calculated change in pressure

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Determine the absolute pressure two meters
3
underneath a 1200 kg/m³ density fluid under
normal earth gravity and atmosphere. Use
atmospheric pressure of 101 kPa. Show your work
below, then use the simulation (under the
"Pressure" tab) to get an experimental
Calculate experimental error.
value.
a. Calculated Pressure (Theoretical)
b. Simulated Pressure (Experimental)
c. Experimental Error
A fluid of density 1200 kg/m³ flows out through a
2 meter diameter pipe without friction at a rate of
3000 L/s. Find the velocity of the fluid as it flows
out of the pipe, and the velocity of the fluid if the
pipe constricts to a diameter of 1 meter. Then
calculate the change in pressure (in the middle of
the pipe) between the 2 meter and 1 meter
diameter. Using the simulation (under the "Flow"
tab) determine experimental values for each of
these velocities/change in pressures and calculate
experimental error. Show your work.
a. Calculated initial velocity
b. Experimental initial velocity
c. Experimental Error
d. Calculated final velocity
e. Experimental final velocity
f. Experimental Error
g. Calculated change in pressure
Transcribed Image Text:Determine the absolute pressure two meters 3 underneath a 1200 kg/m³ density fluid under normal earth gravity and atmosphere. Use atmospheric pressure of 101 kPa. Show your work below, then use the simulation (under the "Pressure" tab) to get an experimental Calculate experimental error. value. a. Calculated Pressure (Theoretical) b. Simulated Pressure (Experimental) c. Experimental Error A fluid of density 1200 kg/m³ flows out through a 2 meter diameter pipe without friction at a rate of 3000 L/s. Find the velocity of the fluid as it flows out of the pipe, and the velocity of the fluid if the pipe constricts to a diameter of 1 meter. Then calculate the change in pressure (in the middle of the pipe) between the 2 meter and 1 meter diameter. Using the simulation (under the "Flow" tab) determine experimental values for each of these velocities/change in pressures and calculate experimental error. Show your work. a. Calculated initial velocity b. Experimental initial velocity c. Experimental Error d. Calculated final velocity e. Experimental final velocity f. Experimental Error g. Calculated change in pressure
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