Physics Fundamentals: Pressure, Buoyancy, and Pascal's Principle

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Practice flashcards covering definitions, formulas, and conditions for pressure, buoyancy (sink/float justification), and Pascal's Principle.

Last updated 12:04 PM on 8/13/26
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18 Terms

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g

The acceleration due to gravity, defined as 9.8 m/s29.8\,m/s^2.

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P (Standard Density)

The value used for density when no pressure is given, which is 1000 kg/m31000\,kg/m^3.

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v (Volume)

The amount of space an object occupies; if given in liters, it must always be converted to m3m^3 for sink and float justifications.

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m (Mass)

The amount of matter in an object, usually measured in kgkg.

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W (Weight)

The force of gravity on an object, calculated as W=mgW = mg, expressed in Newtons (NN).

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Floating Condition (W vs Fb)

The state where weight equals buoyant force, expressed as W=FbW = Fb.

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Vd (for Float)

The displaced volume, calculated using the formula Fbpg\frac{Fb}{pg}, expressed in m3m^3 or LL.

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fb (for Sink)

The buoyant force acting on a sinking object, calculated as fb=pvgfb = pvg, expressed in Newtons (NN).

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aw (Apparent Weight)

The weight of an object in a fluid, calculated as aw=w−fbaw = w - fb, expressed in Newtons (NN).

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Density Formula (Step 1 Justification)

The formula used to justify sinking or floating based on density: P=mvP = \frac{m}{v}, expressed in kg/m3kg/m^3.

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Sink Condition (Density)

A condition occurring when the density of an object is >1000 kg/m3> 1000\,kg/m^3.

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Float Condition (Density)

A condition occurring when the density of an object is <1000 kg/m3< 1000\,kg/m^3.

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Sink Condition (Buoyant Force)

A condition occurring when weight is greater than buoyant force (W>FbW > Fb).

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Float Condition (Buoyant Force)

A condition occurring when weight is less than buoyant force (W<FbW < Fb).

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Pascal's Principle (Pressure Formula)

The formula for pressure defined as P=faP = \frac{f}{a}, expressed in Pascals (PaPa).

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Pascal's Principle (Piston Proportion)

The relationship between forces and areas in a hydraulic system: F1A1=F2A2\frac{F_1}{A_1} = \frac{F_2}{A_2}.

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F1 & A1

The force and area associated with the small piston.

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F2 & A2

The force and area associated with the large piston.