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Physics Ch. 12
| Question | Answer |
|---|---|
| What is a periodic motion? Give examples. | A repeated motion. Anything with motion back and forth over the same path. Ex- a pendulum, a wave, springs. |
| At the equilibrium position, velocity reaches... | A maximum. |
| At the maximum displacement, spring force and acceleration reach... | A maximum. |
| At the maximum displacement, the velocity reaches... | Zero. |
| Positive or negative displacement depends on what? | X or Y direction. |
| Define simple harmonic motion. | Vibration about an equilibrium position in which a restoring force is proportional to the displacement from equilibrium. |
| What did Robert Hooke find in relation to mass-spring systems? | Most follow the relationship of simple harmonic motion. |
| The higher the spring constant, the ______ the spring. | Stiffer. |
| Force is always _______ of the spring movement. | Opposite. |
| What does a stretched or compressed spring have? | Elastic potential energy. |
| Gravitational potential energy increases as a pendulum's displacement _______. | Increases. |
| Define amplitude. | The maximum displacement from equilibrium. |
| Define period. | The time it takes to execute a complete cycle of motion. |
| Define frequency. | The number of cycles or vibrations per unit of time. |
| What is the SI unit for amplitude? | Radians or meters. |
| What is the SI unit for period, T? | Seconds. |
| What is the SI unit for frequency, f? | Hertz. |
| What is a hertz equal to? | 1/sec. |
| Define the relationship between frequency and period. | f=1/T -or- T=1/f |
| Define a medium. | The material through which a disturbance travels. |
| What are mechanical waves? | Waves that require a medium. Ex. sound waves, earth vs. space |
| What waves do not require a medium? | Electromagnetic waves. ex. visible lights, x-rays |
| Define a pulse wave. | Single traveling pulse. ex. thunder, explosions |
| Define a sine wave. | A wave whose source vibrates with simple harmonic motion. |
| Define a transverse wave. | A wave whose particles vibrate perpendicularly to the direction of wave motion. |
| Define a longitudinal wave. | A wave whose particles vibrate parallel to the direction of wave motion. |
| Waves transfer energy by... What does the amount of energy depend on? | Transferring the motion of matter. -The amplitude of the waves. |
| Define constructive interference. | Interference in which individual displacements on the same side of the equilibrium position are added together to form the resultant wave. |
| Define destructive interference. | Interference in which individual displacements on opposite sides of the equilibrium position are added together to form the resultant wave. |
| Define a standing wave. | A wave pattern that results when two waves of the same frequency, wavelength, and amplitude travel in opposite directions and interfere. |
| What will standing waves produce? | Nodes and anti-nodes. |
| Define nodes. | The wave undergoes complete destructive interference. |
| Define anti-nodes. | Halfway between two nodes and have the highest amplitude. |
| What do we know about the relation between nodes and anti-nodes? | There will always be one more node than antinode. |
| Time of the oscillation depends on what for a mass-spring system? | -Mass. -Spring Constant. |
| Where is kinetic energy maximized on on a pendulum? | The lowest point. |
| Where is kinetic energy maximized on on a mass-spring system? | At the equilibrium position. |
| Give some examples of simple harmonic motion. | Pendulum, motion of a spring, swing in the park, spring-mass system. |