Advertisements
Advertisements
Question
Consider two organ pipes of the same length in which one organ pipe is closed and another organ pipe is open. If the fundamental frequency of closed pipe is 250 Hz. Calculate the fundamental frequency of the open pipe.
Solution
Closed: L = `lambda/4 => lambda = 4"L"`
Open: L = `lambda/2 => lambda = 2"L"`
Frequency of closed pipe (fc) = 250 Hz
Formula: `"f"_0 = "V"/lambda`
= `"V"/(2"L")`
`"f"_0 = 2("V"/"4L")`
`= 2 "f"_"c"`
= 2 × 250
Frequency of the open pipe = 500 Hz
APPEARS IN
RELATED QUESTIONS
A transverse wave moves from a medium A to a medium B. In medium A, the velocity of the transverse wave is 500 ms-1 and the wavelength is 5 m. The frequency and the wavelength of the wave in medium B when its velocity is 600 ms-1, respectively are:
What is meant by waves?
Write down the types of waves.
What are transverse waves? Give one example.
What are longitudinal waves? Give one example.
Define wavelength.
Sketch the function y = x + a. Explain your sketch.
Discuss how ripples are formed in still water.
Why is it that transverse waves cannot be produced in a gas? Can the transverse waves be produced in solids and liquids?
Is it possible to realize whether a vessel kept under the tap is about to fill with water?