5*3 What do you see? (observation/claim/question)

Slides:



Advertisements
Similar presentations
A 1. 2 meter string is stretched between two points
Advertisements

Physics Chapter 5 Section 3
Properties of Mechanical Waves
Resonance: More Practice Resonance occurs when the frequency of the forcing vibration is _________ the natural frequency of the object. A. less thanC.
Experiment with the Slinky
November 22, 2005 Physical Pendulum Pivot disk about a point a distance h from the center; What is the period T of oscillation? h mg   Find  (t) for.
Resonance in Air Columns. Closed Air Columns Column that is closed at one end and open at the other.
Resonance and Musical Instruments
Simple Harmonic Motion
2.4 Addition of waves Simulation bcs/Books?action=mininav&bcsId=4768&itemId= &assetId =160342&resourceId=15301&newwindow=true.
Introduction to Vibrations and Waves
F = 1 2L T M. Voice-over script Stringed instruments Stringed instruments such as piano and guitar have multiple strings but the science behind the pitch.
Musical Instruments. Standing Waves  Waves that reflect back and forth interfere.  Some points are always at rest – standing waves.
Sound quality and instruments  Different notes correspond to different frequencies  The equally tempered scaled is set up off of 440 A  meaning the.
A “physical phenomenon that stimulates the sense of hearing.”
Stringed Instruments (Ex. Guitars, pianos, violins)  Vibrating the string sets up a standing wave, the vibration from the string resonate the sounding.
An organ pipe open at both ends is 1. 5 m long
1© Manhattan Press (H.K.) Ltd Quality of sound.
What about the rubber bands determines pitch? Musical Instruments - Strings  The pitch or frequency of a string is determined by the string’s velocity.
Key Terms WavelengthCompressions WavelengthCompressions FrequencyRarefactions FrequencyRarefactions PitchNodes PitchNodes HarmonicAntinodes HarmonicAntinodes.
Resonance in a Closed Tube Constant Frequency, Changing Length.
Wave Term Review. Waves 1) A wave is any disturbance that transmits _____________ through matter and space.
The Physics of Musical Instruments
Physics Chapter 5 Section 3 Sounds in strings revisited.
Longitudinal Standing Waves antinodes (max. vibration) nodes (no vibration)
Standing Waves and Resonance Standing Wave: “Standing waves” are formed from two or more traveling waves that collide and are “in tune” with one another.
SoundSection 3 What do you think? A violin, a trumpet, and a clarinet all play the same note, a concert A. However, they all sound different. What is the.
Explain 3 ways the fundamental frequency of a string can be altered. Do now: Paraire, 15 Kohi-tātea )Changing the length Shorter string = shorter.
Harmonics Review Music to my ears?. Standing Waves Vibrating Strings Each standing wave has a different frequency Single pitches = Multiple frequencies.
If two sounds are only slightly off in terms of frequency The ‘Beats’  Produce a periodic rise and fall of amplitude (volume)  Throbbing Sound = Beats.
Physics Chapter 5, Section 4 Sounds from Vibrating Air.
-Standing Waves -Law of Reflection -Diffraction -Interference of Waves Physics Mrs. Coyle.
Physics Chapter 5, Section 4 Sounds from Vibrating Air.
Harmonics. Strings as Harmonic Oscillators Its mass gives it inertia Its mass gives it inertia Its tension and curvature give it a restoring force Its.
Sound Part II  Music What is the study of sound called?  Acoustics.
We are trying to answer 2 Questions... “How is wavelength affected by frequency?” “How is wavelength affected by wave speed?”
Sound waves are longitudinal waves Loudness is connected to the amplitude – Larger amplitude means louder sound Pitch is connected to frequency and wavelength.
Music Music is a “ pleasant ” sound (longitudinal) wave. The pitch is the frequency of the wave. The loudness is the amplitude of the wave. Music is made.
SOUND
College Physics, 7th Edition
Standing Waves.
The Important Thing About Sound
9. Two-mass vibrator Longitudinal vibration
1 T F = M 2L.
L 22 – Vibrations and Waves [3]
Speed Formula - Waves.
Musical Instruments.
Unit 10: Part 1 Waves.
Interference When waves meet, a new wave is generated in a process called interference. Interference may create a pattern that looks jumbled Interference.
Notes 21.2: RESONANCE.
antinodes (max. vibration)
Waves Measurements.
Voice-over script Stringed instruments
5*1 Sounds in vibrating strings
Constant Force (F = constant)
Chapter 13 Objectives Explain why resonance occurs.
Wave Velocity.
5*4 Sounds from Vibrating Air
Part 3 Harmonics Standing Waves and Pitch
Wave Properties Learning Goals:
Resonance Waves and Sound
Wave Interactions.
Section 3-2 Properties of Waves.
Waves & Wave Properties Introduction to Wave Properties
1 If a guitar string has a fundamental frequency of 500 Hz, which one of the following frequencies can set the string into resonant vibration? (A) 250.
LT: We will learn how tension and wavelength effect pitch.
Day Topic: Standing Waves
5*3 Sounds in Strings Revisited
Part 3 Harmonics Standing Waves and Pitch
Sound Waves And you.
Presentation transcript:

5*3 What do you see? (observation/claim/question)

5-3 WDYT Write the question, and TRY to answer it … 5-3 WDYT Write the question, and TRY to answer it ….remember…any THOUGHTFUL answer is ‘correct--

5*3 Notes: Revisiting Sounds in vibrating Strings Draw AND label a STANDING WAVE The length of the string = ½ λ OR 2×length=λ

λ is INVERSELY related to the f (pitch) 1. Frequency and Wavelength Wavelength (λ) = 2× length of string ½ λ = length of string The higher the pitch, the __greater _ the frequency The longer the string, the __longer_ the wavelength λ is INVERSELY related to the f (pitch)

Tension is DIRECTLY related to f (pitch) 2. Tension of a String & Frequency An increase in tension needs a larger force A larger force will make a greater acceleration A greater acceleration generates a faster vibration A faster vibration = A faster velocity Tension is DIRECTLY related to f (pitch)

Mass is INDIRECTLY related to f (pitch) 3. Thickness of a String & Frequency Thicker strings = Lower frequency and pitch Heavier mass = smaller acceleration Slow acceleration = slow velocity Mass is INDIRECTLY related to f (pitch)

VELOCITY is DIRECTLY related to f (pitch) VELOCITY OF VIBRATION AND PITCH Wavelength, mass and tension ALL relate back to the SPEED at which an instrument’s string vibrates VELOCITY is DIRECTLY related to f (pitch)

Standing Waves Is There an Equation??? Standing Waves occur when the length of the string and wavelength have a particular relationship L = (n × λ) λ = (2 × L) n = (2 × L) 2 n λ ***n = # of antinodes in the standing wave*** (ALL instruments only have 1 antinode!!!)

SAMPLE PROB #1 What is the length of the following standing wave, if the wavelength is 10 m?