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Published byἸουλία Δημητρακόπουλος Modified over 6 years ago
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5*3 What do you see? (observation/claim/question)
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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--
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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
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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)
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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)
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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)
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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)
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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) n λ ***n = # of antinodes in the standing wave*** (ALL instruments only have 1 antinode!!!)
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SAMPLE PROB #1 What is the length of the following standing wave, if the wavelength is 10 m?
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