Question
A pipe of fixed length is closed at one end. What is (third harmonic frequency of...
A pipe of fixed length is closed at one end. What is (third harmonic frequency of pipe) / (first harmonic frequency of pipe)?
Homework Answers
Answer #1
Not the answer you're looking for?
Similar Questions
7). An organ pipe, closed at one end, is vibrating in its first overtone (second harmonic),...
7). An organ pipe, closed at one end, is vibrating in its first
overtone (second
harmonic), has length 61cm. A second organ pipe, open at both
ends, is vibrating in
its fundamental mode (first harmonic), has length 41cm. What are
the frequencies of
the tones from each?
Two pipes are each open at one end and closed at the other. Pipe A has...
Two pipes are each open at one end and closed at the other. Pipe
A has length L and pipe B has length 2L. Which
harmonic of pipe B matches in frequency the fundamental of pipe
A?
The answer is E, could anyone explain it?
A) The fundamental
B) The second
C) The third
D) The fourth
E) There are none
13. An open pipe of length 0.39 m vibrates in the third harmonic with a frequency...
13.
An open pipe of length 0.39 m vibrates in the third harmonic
with a frequency of 1400Hz. What is the distance from the center of
the pipe to the nearest antinode?
0 cm
13 cm
6.5 cm
9.8 cm
3.2 cm
14.
Wave speed (v) equals the product of
wavelength and amplitude
amplitude and frequency
frequency and period
wavelength and frequency
15.
A standing wave of the fifth harmonic is induced in a stopped
pipe of length 1.5m. The...
Four standing waves, labeled A through D, are described below: Wave A: first harmonic; pipe closed...
Four standing waves, labeled A through D, are described
below:
Wave A: first harmonic; pipe closed at one end; length = 1 m
Wave B: first harmonic; pipe open at both ends; length = 1 m
Wave C: second harmonic; pipe open at both ends; length = 3
m
Wave D: second harmonic; pipe closed at one end; length = 3
m
Rank the standing waves in order of decreasing frequency. Rank
from greatest to smallest. To rank items as...
The fundamental frequency of an organ pipe, closed at one end, is 255.6 Hz. a)What is...
The fundamental frequency of an organ pipe, closed at one end,
is 255.6 Hz.
a)What is the fundamental frequency of this organ pipe if the
temperature drops to 1.20°C? (Hz)
The fundamental frequency of an organ pipe, open at both ends,
is 278.9 Hz.
b) What is the fundamental frequency of this organ pipe if the
temperature drops to 1.00°C?
Draw diagrams showing the first harmonic or fundamental, the second harmonic and the third harmonic of...
Draw diagrams showing the first harmonic or fundamental, the
second harmonic and the third harmonic of standing waves in the
following: i). A vibrating string fastened at both ends. ii).A pipe
closed at one end. iii). A pipe opened at both end
Consider a pipe with a length of 37.5 cm. If the temperature of the air is...
Consider a pipe with a length of 37.5 cm. If the temperature of
the air is 14.5 °C and the pipe is closed at one
end and open in the other, what is the frequency of the
third harmonic (also called the
2nd overtone) for the pipe?
Post your answer in hertz (Hz) and with 3 significant
figures.
Consider a pipe with a length of (A+32.5) cm. If the temperature of the air is...
Consider a pipe with a length of (A+32.5) cm. If the temperature
of the air is (12.5+B) oC and the pipe is closed in one
end and open in the other, what is the frequency of the
third harmonic for the pipe? Post your answer in hertz
(Hz) and with 3 significant figures.
A= 10
B=0
Consider a pipe with a length of (A+32.5) cm. If the temperature of the air is...
Consider a pipe with a length of (A+32.5) cm. If the temperature
of the air is (12.5+B) °C and the pipe is closed at one end and
open in the other, what is the frequency of the third harmonic
(also called the second overtone) for the pipe? Post your answer in
hertz (Hz) and with 3 significant figures. A = 13 B =
7
An organ pipe open at both ends is to be designed so that the fundamental frequency...
An organ pipe open at both ends is to be designed so that the
fundamental frequency it plays is 220 Hz.
a. What length of pipe is needed?
b. If one end of the pipe is stopped up, what other note
(frequency) can this same pipe play?
c. Draw the fundamental frequency for the pipe open at both ends
and when it is closed at one end.
d. Calculate and draw the next higher harmonic when one end of
the...
ADVERTISEMENT
Need Online Homework Help?
Get Answers For Free
Most questions answered within 1 hours.
ADVERTISEMENT
Active Questions
asked 11 minutes ago
asked 13 minutes ago
asked 16 minutes ago
asked 27 minutes ago
asked 27 minutes ago
asked 27 minutes ago
asked 28 minutes ago
asked 28 minutes ago
asked 28 minutes ago
asked 28 minutes ago
asked 32 minutes ago
asked 50 minutes ago