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Lab Report Physics

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In this experiment students will be examining the fluid properties of pressure and specific weight. In theory, there exists pressure equilibrium at the hinged gate, which separates the two fluids. This equilibrium allows a relationship to form between forces exerted by the fluids.
Fair = Ffluid = SWfluid * Hg * Af
In this instance, air, along with water, along with unknowns (glycerin, and oil) will yield separate results for a specific weight SW. Once values are derived, an error can be computed from the know values of water. In further examination, students will be asked to decipher the identity of the unknowns by researching similar characteristics of various fluids. In doing this, concepts of fluid properties are reinforced, while providing …show more content…

Computed quantities:
Students will be required to find the resultant force of the air and the resultant force of the fluid on the gate. This computed equilibrium equation would allow students to know the value of specific weight.

Data comparison:
Students will compare the experimental values of specific weight for fluids to the known values. These values will be used to compute percent of error of water, and the error of the hypothesized fluid experiments as well. These known values will not be given by facilitators, but must be researched on the student’s own time.

Results:
In experimenting, we expected values similar to the theoretical values of glycerin, water, and oil. The given value for specific weight of oil and glycerin are 57.0 and 78.6 lb/ft3 respectively. We have the theoretical specific weight of water down as 62.42 lb/ft3 (Cengel/Boles 2011). Post experiment values of fluid’s specific weight yielded errors for each experiment, with the most significant error in calculating the …show more content…

The fabricated values for the oil and water test seem to be accurate enough to the target value. In the glycerin test the results are fairly impractical, as the error is significant. The experiment is practical, as the baseline test with water and the known value of its specific weight yielded low error. This confirms the experiment and the theory supporting does work and comply with laws of fluid properties.
This experiment is not flawless however, as there are various sources of possible error when students conduct their own tests. There will be human error in timing the gate opening and reading a value for air pressure. Another source of error will be in reading the value of depth, and will depend on the precision of instruments used by the students. A slight variation in a data point in this particular experiment can drastically change the computed specific weight.
In relating this to our real world environment, we see that the heights of a fluid, along with the specific weight are factors in the force created by fluids. One application of this idea could be seen when someone needs to change a pool light. The pressure of the water is likely too much to remove the cap to expose the bulb, so one must drain the pool to release the pressure. Interestingly, if the fluid was something with a lower SW, the liquid would not need to be drained as

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