Mechanical Waves Flashcards
Types of Waves:
__________ - do not need any medium for propagation (light waves)
__________ - do not have electromagnetic properties
__________ - require a medium in order to propagate (sound waves, water waves)
Electromagnetic Waves
Matter Waves
Mechanical Waves
Disturbance of a system from equilibrium that propagates from one region of the system to another
Types:
1. ______________ – Single, short-lived disturbance.
2. ______________ – Continuous, repetitive disturbance.
Wave
Impulsive Waves
Periodic Waves
Mechanical Waves: Properties
- Disturbance travels with _________ speed.
- Medium does not travel through space, each particles _______ about their equilibrium points.
- Waves transport ______ but not ______ from one region to another.
definite
oscillate
energy but not matter
Kinds of mechanical waves (2)
_________: Particles vibrate perpendicular to wave propagation.
_________: Particles vibrate parallel to wave propagation.
Transverse Waves
Longitudinal Waves
Wave Characteristics
___________: Maximum displacement from equilibrium.
___________: Distance between two consecutive crests or troughs.
___________: Number of cycles per second (Hz).
___________: Time for one complete cycle (𝑇=1/𝑓).
___________: angular displacement per unit time
___________: Speed of wave propagation (𝑣=𝑓𝜆).
Amplitude
Wavelength (𝜆)
Frequency (𝑓)
Period (𝑇)
Angular frequency �
Wave Speed (𝑣)
number of waves in a unit distance
Wave number k
wave speed is dependent on the ______________ in which it travels.
properties of the medium
Periodic wave with simple harmonic motion
Sinusoidal wave
The ___________of a traveling pulse at the fixed end of a stretched string. The reflected pulse is ________, but its shape is otherwise unchanged
reflection
inverted
The reflection of a traveling pulse at the _________ of a stretched string. The reflected is not inverted.
free end
● The resulting effect when two or more waves overlap in the same region of space
wave interference
When two or more waves overlap, the displacement at any point is the algebraic sum of the displacement of the corresponding points of the overlapping waves
The Principle of Superposition
Results when the waves are in phase
Waves in phase add to form a larger wave
Constructive Interference
Results when the waves are out phase
Waves out of phase cancel each other
Destructive Interface
● Occurs when two waves of the same frequency and amplitude but traveling in opposite direction interfere
● Does not appear to be moving in either direction
Standing wave