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This section delves into the fundamentals of waves, emphasizing their role as disturbances transferring energy through a medium. Waves are classified as either mechanical, requiring a medium for propagation, or electromagnetic, which can travel through a vacuum. Key features of waves include amplitude, wavelength, and frequency, all of which are crucial in defining their behavior. Additionally, the mechanics of transverse and longitudinal waves are explored, showcasing how these different types propagate through various substances, ultimately affecting how we perceive light and sound.
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Textbook pages 92-99 Perception of Light & Sound Waves
What is a WAVE? • A disturbance that travels through a medium
What is a WAVE? • A disturbance that travels through a medium • Medium: a substance that carries the disturbance from one location to another
What is a WAVE? • A disturbance that travels through a medium • Medium: a substance that carries the disturbance from one location to another • How? The particles of the medium interact with particles next to them allowing the disturbance to travel • Examples of a medium • Water • Air • Ground
What is a WAVE? • Transports energy from one place to another
What is a WAVE? • Transports energy from one place to another
What is a WAVE? • Transports energy from one place to another • Particles of the medium are only temporarily displaced from the rest position
What is a WAVE? • Transports energy from one place to another • Particles of the medium are only temporarily displaced from the rest position • Does not transport matter
Wave Characteristics • Propagation • Amplitude • Wavelength • Frequency
Propagation • Waves are distinguished by the way they propagate through a medium
Propagation • Transverse Waves • Propagates perpendicular to the motion of the medium Motion of the Medium Wave Motion
Propagation • Transverse Waves CREST Equilibrium TROUGH
Propagation • Longitudinal Waves • Propagates parallel to the motion of the medium Wave Motion Motion of the Medium
Propagation • Longitudinal Waves • Propagates parallel to the motion of the medium Wave Motion Motion of the Medium
Propagation • Longitudinal Waves • Propagates parallel to the motion of the medium Wave Motion Motion of the Medium
Propagation • Longitudinal Waves • Propagates parallel to the motion of the medium Region of Compression Region of Rarefaction
Amplitude (A) • Related to the amount of energy transferred by a wave
Amplitude (A) • Transverse Waves • Maximum distance travelled by a particle in the medium compared to its equilibrium position Equilibrium
Amplitude (A) • Transverse Waves • Depends on energy transmitted by the wave
Amplitude (A) Region of low-density compression • Longitudinal Waves • How tightly the medium is pushed together at the compressions Region of High-density compression
Amplitude (A) • Longitudinal Waves • Depends on the density of compression
Wavelength () • Length of a wave’s complete cycle • Transverse Waves Cycle
Wavelength () • Length of a wave’s complete cycle • Longitudinal Waves Cycle
Frequency (f) • Number of cycles per unit of time • Measured in Hertz (Hz) – the number of cycles per second • 1 Hz = completes one full cycle in one second Cycle Cycle
Speed at which a Wave Travels • Speed of a wave depends on • Medium it travels in • Temperature
Determine the speed at which a Wave Travels • Speed = frequency x wavelength
Determine the speed at which a Wave Travels • Speed = frequency x wavelength • v = f x • v = speed (m/s) • f = frequency (Hz) • = wavelength (m)
Determine the speed at which a Wave Travels • What is the speed of a sound wave that has a wavelength of 2.00m and a frequency of 170.5Hz? G R A S P
Determine the speed at which a Wave Travels • What is the speed of a sound wave that has a wavelength of 2.00m and a frequency of 170.5Hz? G R A f = 170.5Hz = 2.00m S P
Determine the speed at which a Wave Travels • What is the speed of a sound wave that has a wavelength of 2.00m and a frequency of 170.5Hz? G R A f = 170.5Hz = 2.00m S P v = ?
Determine the speed at which a Wave Travels • What is the speed of a sound wave that has a wavelength of 2.00m and a frequency of 170.5Hz? G R A f = 170.5Hz = 2.00m S P v = ? v = f x
Determine the speed at which a Wave Travels • What is the speed of a sound wave that has a wavelength of 2.00m and a frequency of 170.5Hz? G R A f = 170.5Hz = 2.00m v = (170.5Hz)(2.00m) v = 341 m/s S P v = ? v = f x
Determine the speed at which a Wave Travels • What is the speed of a sound wave that has a wavelength of 2.00m and a frequency of 170.5Hz? G R A f = 170.5Hz = 2.00m v = (170.5Hz)(2.00m) v = 341 m/s S P v = ? The speed of the sound wave is 341 m/s v = f x
Types of Waves • Mechanical Waves • Electromagnetic Waves
Mechanical Waves • Can only propagate in a medium
Mechanical Waves • Can only propagate in a medium • How? A disturbance changes the physical shape of the medium and passed onto neighbouring particles
Mechanical Waves • Can only propagate in a medium • How? A disturbance changes the physical shape of the medium and passed onto neighbouring particles • Examples: water waves, sound waves, seismic waves
Electromagnetic Waves • Can propagate in a medium and a vacuum
Electromagnetic Waves • Can propagate in a medium and a vacuum • Carry Radiant Energy
Electromagnetic Waves • Can propagate in a medium and a vacuum • Carry Radiant Energy • Examples: light waves in space
Electromagnetic Spectrum • Categories of electromagnetic waves • Classified by frequency and wavelength
Electromagnetic Spectrum Long Short High Low
Electromagnetic Spectrum • Radio Waves • Smallest frequency • Invisible & transport little energy • Example: Radio, Television, Microwaves, Cellphones
Electromagnetic Spectrum • Infrared • Invisible, but feel the warmth emitted • Example: Night vision goggles, short-distance communication (wireless keyboards, remote controls, etc.)
Electromagnetic Spectrum • Visible Light • Only electromagnetic waves that can be seen by humans • Together, colours make up white light • Example: Photography, movies, computer screens
Electromagnetic Spectrum • Ultraviolet Rays (UV) • Invisible to humans • Greater frequency, transport more energy • Responsible for suntans, but can cause cancer • Example: sterilization of surgical instruments, treatments
Electromagnetic Spectrum • X-Rays • High frequency • Able to travel through media opaque in visible light • Example: baggage inspection, radiography
Electromagnetic Spectrum • Gamma Rays • Highest frequency and transports the highest energy • Travel easily through matter • Can cause burns, cancer, and genetic mutations • Example: cancer treatment, food preservation
Homework • Read Textbook pages 92-99 • Do Workbook pages 49-52