Physics Lecture Review: Buoyancy, Torque, and Oscillations

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Vocabulary-style flashcards covering fluid mechanics (buoyancy and pressure), rotational dynamics (torque), and simple harmonic motion (springs and pendulums) based on the lecture transcript.

Last updated 9:55 AM on 5/15/26
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15 Terms

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Buoyant Force Factors

The variables that affect the buoyant force: the density of the fluid (often water), the volume, and gravity.

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Standard Density of Water

The typically used value of 1,0001,000, though specified as 12501250 in certain lecture problems.

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Pressure in a Fluid

A measurement determined only by how deep an object is, rather than the volume of the pool or container.

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Fluid Flow Velocity and Pressure Relationship

If a fluid is running faster, the pressure is lower; if a fluid is going slow, the pressure is high.

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Torque Equation

Torque is equal to force×radius\text{force} \times \text{radius}, and its value specifically depends on the sine of the angle.

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Maximum Torque

The state achieved when the angle of the applied force is closest to 90o90^\text{o}.

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Zero Torque

The result when the angle of the applied force is 00.

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Relationship between Period and Frequency

The period is 1frequency\frac{1}{\text{frequency}} and the frequency is 1period\frac{1}{\text{period}}.

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Torque Balance (Seesaw)

The principle where a bigger force requires a shorter distance from the pivot, and a bigger distance requires a smaller force.

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Fulcrum

The pivot point on a seesaw where the parent (heavier) sits closer and the child (lighter) sits further away.

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Period of a Spring Equation

T = 2\text{\pi}\\sqrt{\\frac{m}{k}}

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Period of a Pendulum Equation

T = 2\text{\pi}\\sqrt{\\frac{L}{g}}

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Free Body Diagram Forces (Fluid Hook)

Forces acting on an object held in a tank by a hook: gravity (FgF_g) acts down, while the buoyant force and tension force act up.

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Tension Force Direction (Bottom String)

In a fluid tank where a string is attached to the bottom, the tension force acts down because it is holding the object down.

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Equilibrium (Fluids)

A state in which all forces acting on an object in fluid are balanced, allowing for the calculation of fluid density or volume.