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An empirical formula relating pressure and density for seawater w/ temperature held constant is:
p/pa = (k+1)(q/qa)^7 - k
where p= pressure
pa = pressure at the surface
k = dimensionless constant
q = density
qa = density at the surface
Using the formula in the hydrostatic relation, determine the pressure as a function of depth.
The hydrostatic relation is: p+dgz=constant
I am uncertain as to the proper approach for beginning this problem. I know that if I wanted to take the derivative of the empirical formula there must be a z term. I tried to insert P/RT in for q (q=P/RT) and then substitute for T with the relation T=T0-kz. But I wasn't for sure where to go from there.
Package Design Brief: Assume you are the packaging engineer for a large consumer products company. In this company, the Packaging Design Briefs are initiated by the marketing group and forwarded to the Package Engineering group.
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To Verify the law for parallelogram of forces, law for triangle of forces and law of polygon of forces. These laws are very useful to calculate unknown forces in very short time.
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Determine the magnitude of the horizontal and vertical components of the force of the water on the gate.
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