High Frequency Versus Low Frequency

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SUMMARY

This discussion centers on the concept of frequency, specifically contrasting high and low frequencies. The calculation of sound travel time over a distance of 338 kilometers using the speed of sound (340 m/s) is accurately performed, resulting in approximately 17 minutes for sound to travel that distance. However, the relationship between frequency and wavelength is clarified, emphasizing that while frequency affects sound characteristics, it does not influence the travel time of sound over a distance. The discussion also highlights the importance of understanding the distinction between frequency and the time it takes for sound to propagate.

PREREQUISITES
  • Understanding of basic physics concepts such as frequency and wavelength
  • Knowledge of sound propagation speed in air (approximately 340 m/s)
  • Familiarity with the formula for calculating frequency (F = 1/T)
  • Basic mathematical skills for solving equations
NEXT STEPS
  • Research the relationship between frequency and wavelength in sound waves
  • Explore the physics of sound propagation in different mediums
  • Learn about the effects of frequency on sound perception and characteristics
  • Study the mathematical principles behind wave motion and sound waves
USEFUL FOR

Students of physics, audio engineers, and anyone interested in understanding sound propagation and the principles of frequency and wavelength.

GGalaxy
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Please correct me if I am wrong in anything below, including clauses.

i was trying to find a simple explanation for the frequency and i come up with this ,
1)
Frequency (Hertz(or s^-1)) = 1/ T (Seconds)
F = 1/T => T (seconds) = 1/ F(s^-1)

2)
"Place A" is 338 Kilometers away from "Place B", imagine if you say something out-lowed (yelling) in a pipe , let's say for example "Hello" and we channel a pipe between "A" and "B" and i wait for your Hello to be listened , knowing that the human voice's frequency ranges in 75–150 Hz for men and 150–300 Hz for women, so let's say, you have 150 Hz,in how many minutes, I'm going to receive your Hello?

- Solution :

The smaller the period, the higher the frequency and the bigger the period, the lower the frequency, meaning the more you yell the more the frequency reduces => it will last longer.?

F=1/T => T = 1/F, and Lambda = Velocity / Frequency,
Lambda = wavelength
Velocity = the speed (the way we are going to travel your hello to me, i am going to use the speed of sound in air = 340 meter/sec)
Frequency = 150 Hz
Application :
340 meter ===> 1 sec
338 000 meter ==> x sec
==> x (sec) = 338 000 / 340 = 995 sec = 17 minutes , so it will take 17 minutes for me to hear your Hello, and that if i use the sound speed, if i use the light speed its going to be in just few seconds.
AND I DON'T REALLY UNDERSTAND WHAT FREQUENCY IS REALLY MEAN, PLEASE GIVE A SHORT EXAMPLE,
i mean i understand how to calculate, but i don't understand what it is i am calculatingThank You guys
 
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You computed the time it takes the sound to travel 338 km. Your result is correct.

However, that has nothing to do with the frequency and wavelength of the sound.
 
voko said:
You computed the time it takes the sound to travel 338 km. Your result is correct.

However, that has nothing to do with the frequency and wavelength of the sound.

so the sound has nothing to do with the human's voice?
 
GGalaxy said:
so the sound has nothing to do with the human's voice?

I did not say that. I said frequency and wavelength are irrelevant for your problem.
 
When you throw a rock into a pond ripples are created. These ripples travel across the surface of the water.

The frequency of the ripples is the number of ripples that go past a point in one second.

What you calculated was the time for the first ripple to reach the side of the pond.
 
Thank you Guys, I'm looking forward to find a good explanation for the Frequency
 

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