Presentation is loading. Please wait.

Presentation is loading. Please wait.

3.In tranverse waves the motion of the disturbance is perpendicular to the direction of motion of the wave. Longitudinal waves propagate in the same direction.

Similar presentations


Presentation on theme: "3.In tranverse waves the motion of the disturbance is perpendicular to the direction of motion of the wave. Longitudinal waves propagate in the same direction."— Presentation transcript:

1 3.In tranverse waves the motion of the disturbance is perpendicular to the direction of motion of the wave. Longitudinal waves propagate in the same direction as the motion of the disturbance of the medium. The particles of surface waves move in a circular fashion, up and down, back and forth, as the wave passes through. 5.A wave pulse is a single disturbance, a continuous wave has a constant source for the disturbance which creates it. 20.The nodes be touched without disturbing the motion of the wave. 32.f = 0.1 Hz. T = 1/f = 1/(0.1/sec) = 10 sec. 33. = 10m. T = 2s  f = 1/T = 1/2sec = 0.5/sec. v = f   sec)(10m) = 5m/sec.

2 p. 344 38,40,43,45

3 Wave Videos Reflection off a sea wall: http://www.youtube.com/watch?v=PevRZAxDxZw http://www.youtube.com/watch?v=PevRZAxDxZw Big wave at beach: http://www.weather.com/blog/weather/8_21326.html http://www.weather.com/blog/weather/8_21326.html https://www.youtube.com/watch?v=QdoTdG_VNV4&feature =player_embedded#at=131 Tacoma narrows bridge: http://video.search.yahoo.com/search/video;_ylt=A2KLqIGXa SdPEn0AIxT7w8QF?p=tacoma+narrows+bridge&b=21&tnr=20 http://video.search.yahoo.com/search/video;_ylt=A2KLqIGXa SdPEn0AIxT7w8QF?p=tacoma+narrows+bridge&b=21&tnr=20 http://www.google.com/url?sa=t&rct=j&q=&esrc=s&source=web&cd=14&cad=rja&uact=8 &ved=0CJEBEBYwDQ&url=http%3A%2F%2Fwww.joe.ie%2Fnews%2Fcurrent- affairs%2Fvideo-these-huge-waves-forced-pedestrians-to-flee-the-footpath-in-tramore- this-morning%2F&ei=YrZVU5GrFJCnsATLxYDYDw&usg=AFQjCNEee0VBKDWk- FqbGCzim6T6AgEF0g&sig2=WGLREQeIb59HyB3EiTcpJA

4 Standing Waves in Musical Instruments Resonance: Stringed instruments, such as the guitar, piano or violin, and horn and wind instruments such as the trumpet, oboe, flute and clarinet all form standing waves when a note is being played. The standing waves are of either the type that are found on a string, or in an air column (open or closed). These standing waves all occur at natural frequencies, also known as resonant frequencies, associated with the instrument.

5 Standing waves Two similar periodic waves traveling in opposite directions form a standing wave.

6

7

8 Standing Wave Characteristics While a standing wave does not travel itself, it is comprised of two waves traveling in opposite directions. Harmonic: The series of frequencies where standing waves recur (1f, 2f, 3f,…). Where the first frequency is called the first harmonic (1f), the second frequency is called the second harmonic (2f), and so on. The first harmonic = the first fundamental frequency (n = 1). Overtones: The harmonic frequency + 1.

9 Harmonics and Overtones of Standing Waves www.cnx.rice.edu

10 Standing Wave Characteristics (cont.) The time for one wave to travel to the barrier and back is: T = 2L/v For a string fixed at both ends with n antinodes: f n = n(v/2L) n = 1, 2, 3, … Each f n represents a natural or resonant frequency of the string. This relationship can be rewritten for as follows. = 2L/n www.electron4.phys.utk.edu www.cord.edu

11 Longitudinal Standing Waves Wind instruments, such as the flute, oboe, clarinet, trumpet, etc. develop longitudinal standing waves. They are a column of air. May be open at one or both ends. Wave will reflect back regardless as to whether or not it is open or close ended.

12 Longitudinal Standing Waves – Open Tube In an open tube instrument like the flute, the harmonics follow the following relationship: f n = n(v/2L) n = 1, 2, 3, … www.cnx.rice.edu Longitudinal Standing Wave Applet

13 Longitudinal Standing Waves – Tube Closed on One End In a closed tube instrument like the clarinet or oboe, the harmonics follow the following relationship: f n = n(v/4L) n = 1, 3, 5, … www.cnx.rice.edu

14 How does a string make music? What does a string look like when vibrating? How do I measure Amplitude Wavelength Frequency Period For each of these?

15

16

17 L = /2 V = nf/2L

18 Key Ideas Sound waves are generated by a vibrating object such as the string on a violin, your vocal chords or the diaphragm of a loudspeaker. Sound waves can be transmitted through gases, liquids and solids. If there is no medium, there is no sound. Sound is generated by the cyclical collisions of atoms and molecules. Condensation and rarefaction denote portions of the wave that are of slightly higher and lower pressure, respectively.

19 Key Ideas Sound waves travel at different speeds in different mediums. They speed up when going from air to a liquid to a solid. Pure tone is sound of a single frequency. Pitch and loudness are characteristics of sound that represent its frequency and amplitude, respectively. When two sound waves overlap slightly due to mildly different frequencies, they generate a beat. Harmonics occur at multiples of the natural frequency.

20 Sound Waves

21 How is Sound Transmitted? Sound is created by the cyclical collisions of atoms and molecules such that it is transmitted through the bulk matter. www.library.thinkquest.org

22 Sound Wave Characteristics Condensation or Compression: Region of the wave where air pressure is slightly higher. Rarefaction: Region of the air wave where the pressure is slightly lower. Pure Tone: A sound wave with a single frequency. Pitch: An objective property of sound associated with frequency. PitchPitch High frequency = high pitch. Low frequency = low pitch. Loudness: The attribute of sound that is associated with the amplitude of the wave. Beat: When two sound waves overlap with a slightly different frequency. BeatsBeats

23 Speed of Sound Speed of sound depends on the medium through which it travels. kT m Where: k = Boltzman’s constant (1.38 x 10 -23 J/K)  = C p /C v (~5/3 for ideal monotonic gases) T = Temperature (K) m = Average mass of air (~28.9 amu) AirWaterSteel Speed (m/s)34314825960 v rms =

24 Doppler Shift The change in sound frequency due to the relative motion of either the source or the detector. High Pitched Sound Low Pitched Sound www.physicsclassroom.com

25 The Doppler Effect http://w ww.yout ube.com/ watch?v =imoxDc n2Sgo http://www.y outube.com/ watch?v=a3R fULw7aAY http://ww w.youtube.com/watc h?v=19_7 27LxYDw

26 Doppler This demo shows the Doppler effect in action Doppler

27 Waves: Take 2 Mr. Davis

28 Review: Key characteristics of waves Period (if axis is time) Amplitude: The height of the wave from node to antinode (transverse waves), or the pressure in a compressive wave. Measured in units describing the wave Frequency: The rate of occurrence of the wave (in Hertz or cycles / second) Wavelength: The distance traversed by a full cycle of the wave Node: The “zero point” of the wave Antinode: The extreme point of the wave (max or min amplitude) Period: The time between successive waves The frequency f = 1/T where T is the period. All of these terms are required for the Regents

29 What happens when two waves collide? They pass through each other without changing and keep on going. (Have you ever crossed the beams of two flashlights to see what would happen?)

30

31

32

33

34 (7) (7)

35 Fundamental Frequency and Harmonics Two waves of similar frequency Beat frequency is the difference between them Beat Frequency

36 Surface Waves

37 Surface Wave A wave that has characteristics of both transverse and longitudinal waves (Ocean Waves). Surface Wave Applet

38 Surface Waves Thus far, you have seen the profile view of waves. How do these waves look from above? = Wavelength Direction of propagation Wavefronts

39 Reflection of Surface Waves The law of reflection states that the angle of incidence is equal to the angle of reflection. Wave Crest  i =  r Reflected Ray Incident Ray rr Normal ii

40 Refraction of Surface Waves If the direction of the wave changes, then the wave is said to have refracted. Refraction.

41 Refraction of Surface Waves When surface waves move from deep water to shallower water: The wavelength decreases. The amplitude increases. The speed decreases. Why? Because of interactions with the bottom. Note: The frequency does not change!

42 Interference As per the principle of linear superposition: Crests will combine with crests and troughs will combine with troughs in a constructive manner. Where a crest meets a trough, interference will be totally destructive. Destructive Interference Constructive Interference

43 Diffraction When a wave front is incident on a barrier with an opening, the wave will spread out after crossing the barrier. This process is called diffraction. As the slit becomes narrower, the amount of diffraction will increase. As the wavelength increases, the amount of diffraction increases. Wavelength, frequency, and hence velocity, do not change. Diffraction

44 Key Ideas Surface waves have characteristics of both transverse and longitudinal waves. Waves transfer energy without transferring matter. Waves can interfere with one another resulting in constructive or destructive interference. The law of reflection states that angle of incident wave equals the angle of the reflected wave. Diffraction is the spreading out of a wave when it encounters a barrier.

45 Law of Reflection The angle of incidence with respect to the normal is equal to the angle of reflection.


Download ppt "3.In tranverse waves the motion of the disturbance is perpendicular to the direction of motion of the wave. Longitudinal waves propagate in the same direction."

Similar presentations


Ads by Google