Waves
Reading Warm-Up 1
Objectives
Describe how waves transfer energy without transferring matter.
Distinguish between waves that require a medium and those that do not.
Explain the difference between transverse and longitudinal waves.
Terms to Learn
wave
transverse wave
medium
longitudinal wave
Discussion
Read the section silently and write down questions.
The Nature of Waves
Definition of Waves
A wave is a disturbance that transmits energy through matter or empty space.
Examples of Waves Observed at Home
Water waves (ocean), light waves (sun), microwaves (microwave oven), radio waves (radio), sound waves (phone call, voices).
Commonality Among Waves
All waves carry energy away from their source without moving the material (medium) itself.
Wave Energy
Energy can be carried away from its source by waves (e.g., splash of a rock in a pond).
When waves travel, they do work on objects in their path (e.g., boats and ducks bobbing with waves).
Energy Transfer Through a Medium
Medium
A substance through which a wave can travel; includes solids, liquids, and gases.
Mechanical waves require a medium (e.g., sound, ocean waves).
Vibration of Particles
Waves transfer energy via the vibration of particles in the medium.
Example: A vibrating alarm clock inside a vacuum jar cannot be heard, showing sound requires a medium.
Types of Waves
Mechanical Waves
Require a medium (e.g., sound, water waves).
Electromagnetic Waves
Do not require a medium; can travel through a vacuum (e.g., light, microwaves).
Light Speed
Light travels at approximately 300,000,000 m/s.
Calculation Exercise
Find the distance light travels in one minute.
Transverse and Longitudinal Waves
Transverse Waves
Particles move perpendicular to the direction of the wave (e.g., waves on a rope).
Crests (highest point) and troughs (lowest point) define transverse waves.
Longitudinal Waves
Particles vibrate parallel to the wave's direction (e.g., sound waves).
Comprised of compressions (crowded particles) and rarefactions (spaced-out particles).
Wave Properties
Amplitude
Maximum distance particles vibrate from their rest position; larger amplitude = more energy.
Wavelength
Distance between two corresponding points (e.g., crest to crest).
Frequency
Number of waves passing a point per second; measured in hertz (Hz).
Higher frequency = more energy.
Wave Equation
Wave speed (v) = Wavelength (λ) × Frequency (f).
Wave Interactions
Reflection
A wave bounces back after hitting a barrier (e.g., sound echo, light reflecting off surfaces).
Refraction
Bending of a wave when moving from one medium to another (e.g., pencil in water appearing broken).
Diffraction
Waves bend around barriers or openings (e.g., sound traveling around a corner).
Interference
Occurs when two or more waves overlap:
Constructive Interference: Crests overlap crests, creating a larger wave.
Destructive Interference: Crest and trough overlap, reducing wave amplitude.
Standing Waves
Formed by the interference of waves going in opposite directions; appear to be stationary.
Resonance
Occurs when a vibrating object affects the vibration of another at a similar frequency.
Lab Activity: Wave Energy and Speed
Question
Do larger disturbances create waves with more energy or speed compared to smaller disturbances?
Hypothesis Testing
Experiment with different sizes of disturbances in water, measuring wave height (amplitude) and travel time.