Oscillations and SHM
Circular Motion & Non-Inertial Frames
Fluids
Systems & Center of Mass
Statics & Equilibrium
200

The restoring force of a spring equals -kx by this law.

Hooke's Law

200

The force that keeps an object in circular motion points this direction.

Towards the center (centripetal)

200

Pressure equals force divided by this.

Area

200

An object moves as if all mass were concentrated at this point.

Center of mass

200

An object in equilibrium has zero net force and zero net ______.

Torque

400

The period of a mass–spring oscillator depends on mass and this constant.

Spring constant, k

400

The speed in uniform circular motion is constant, but this is not.

Velocity direction

400

This law states that pressure applied to a fluid is transmitted undiminished.

Pascal's Law

400

The total external force on a system affects only this motion.

Center-of-mass motion

400

The unit of torque.

Newton–meters (N·m)

600

For SHM, acceleration is proportional to displacement and points this direction.

Toward equilibrium

600

The acceleration of an object moving in a circle of radius r with speed v.

v2/r

600

According to Bernoulli’s principle, fluid speed increases when this decreases.

Pressure

600

For two masses, the center of mass lies closer to the one with this property.

Larger mass

600

Increasing lever arm distance increases torque linearly, exponentially, logarithmically, or exponentially.

Linearly (directly proportional)

800

The maximum speed of a simple harmonic oscillator occurs when x= this.

x = 0, the equilibrium point.

800

On a banked curve with no friction, the horizontal component of this force provides centripetal acceleration.

The normal force

800

Buoyant force equals the weight of this.

The displaced fluid

800

Internal forces cannot change this quantity of a system.

Total momentum

800

A ladder leaning on a wall requires friction at this contact point.

The floor (bottom contact)

1000

State the general energy condition that determines whether motion is harmonic in a potential.

The potential must be approximately quadratic near equilibrium (parabolic well). 

1000

In a rotating reference frame, this “fictitious” outward force is introduced to explain circular motion.

Centrifugal force

1000

Continuity equation states that A1v1=A2v2 when this quantity is conserved.

Mass Flow Rate

1000

State the general definition of center of mass using a summation.

RCM=∑mi/∑miri

 

1000

State the condition for a rigid body to be in stable equilibrium.

Net force = 0 and net torque = 0 and the potential energy has a minimum (local minimum of U)

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