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Apply concept of density and hydrostatic pressure in different fluids and determine pressure variation in layered fluids of different densities. Apply principles of manometry to determine density of unknown fluid.
Completion, plausible solutions, use of Jupyter Notebook or equivalent as a calculator/documentation method
Imagine two tanks (both open to air). Tank A is filled to a depth $h$ with water. Tank B is filled to a depth $h$ with oil.
Determine:
sketch here
list known quantities
list unknown quantities
governing principles
solution (step-by-step)
# code cell(s) here
discussion
Below is a schematic of a closed tank with Bourdon-tube gages tapped into it.
Determine:
sketch here
list known quantities
list unknown quantities
governing principles
solution (step-by-step)
# code cell(s) here
discussion
A device for measuring the specific weight of a liquid consists of a (U-,You-, or Ewe-) Tube manometer as depicted below. The manometer tube has an internal diameter of $0.5~cm$ and originally has water in it. Exactly $2~cm^3$ of unknown liquid is poured into one leg of the manometer, and a displacement of $5~cm$ is measured between the free surfaces as shown.
Determine:
sketch here
list known quantities
list unknown quantities
governing principles
solution (step-by-step)
# code cell(s) here
discussion