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Vibrations & Waves. Advanced Physics Presentation. Waves. A wave is a disturbance which causes a transfer of energy Mechanical Wave – need a medium in order to travel Electromagnetic Waves – do not need a medium Waves can be transverse or longitudinal. Transverse Waves.
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Vibrations & Waves Advanced Physics Presentation
Waves • A wave is a disturbance which causes a transfer of energy • Mechanical Wave – need a medium in order to travel • Electromagnetic Waves – do not need a medium • Waves can be transverse or longitudinal
Transverse Waves • When the particles of the disturbed medium move perpendicularly to the wave motion. • Example • Waves in the stretched strings of musical instruments • Waves upon the surfaces of liquids • Radio and Light waves
Longitudinal Waves • When particles move along the direction of the wave rather than at right angles to it. • The medium vibrates parallel to the direction of the energy transfer • Example • Sound Waves
Frequency Period Wavelength Amplitude Speed Trough Crest Characteristics of Waves
Crests & Troughs • The high points of the wave are called crests • The low points of the waves are called troughs. • Amplitude is the distance from the mid-point to the crest (or trough) of the wave.
Wavelength • Wavelength is described as the distance from the top of one crest to the top of the next one. • It is also the distance between successive identical parts of the wave.
Frequency • How often a vibration occurs is called the frequency. • The unit of frequency is called the hertz (Hz) • A frequency of one cycle per second is 1 hertz, two cycles per second is 2 hertz, and so on.
Frequency and Period • If the frequency of a cycle is known then the period can be calculated. • Therefore if the period is known then the frequency can be calculated. • The formula is: Frequency = 1/period or Period = 1/frequency
Question • Using the previous formula and information answer the following question. • What is the frequency in vibrations per second of a 100-Hz wave? • Hint: 1 cycle per second = 1 Hz
Answer • A 100-Hz wave vibrates 100 times per second.
Question • The Sears Tower in Chicago sways back and forth at a frequency of about 0.1 Hz. What is its period of vibration? • Hint: period = 1/frequency
Answer • The period is 1/frequency = 1vib/0.1hz • 1vib/0.1vib/s = 10s • Each vibration takes 10 seconds
Wave Speed • The speed of a wave depends on the medium through which it travels. • Wave speed equals frequency times wavelength. • Formula v=גf Where v is wave speed; ג (lambda) is wavelength and f is frequency.
Question • If a water wave vibrates up and down two times each second and the distance between wave crests is 1.5m, what is the frequency of the wave? What is its wavelength? What is its speed? • Hint: v=גf
Answer • The frequency of the wave is 2Hz; its wavelength is 1.5m; and its wave speed is wavelength X frequency • = 1.5m * 2Hz = 3m/s
Question • What is the wavelength of a 340-Hz sound wave when the speed of sound in air is 340m/s?
Answer • The wavelength of the 340-Hz sound wave must be 1 m. • Then wave speed = 1m * 340 Hz = 340m/s.