Quick Question on maximum pressure change in a stationary wave

In summary, antinodes are often thought to be the areas of greatest pressure change in a wave, but nodes are actually the locations of zero velocity, which correlates to the greatest pressure change. This can be seen in the example of a standing wave in a tube, where the center has zero velocity but maximum pressure change, while the ends have maximum velocity change but zero pressure change. A helpful resource to visualize this is provided in the conversation.
  • #1
qazxsw11111
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I always thought antinodes were the areas of greatest pressure change as they shift to and fro, reaching maximum amplitudes at both sides. However, one of the questions asked me and the answer says that nodes are the areas of greatest pressure change.

Can anyone help? I am confused with this. Thanks.
 
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  • #2
It sounds like they are calling nodes the locations of zero velocity, which is where the pressure change is greatest.
 
  • #3
But 0 velocity=greatest pressure change?

Im really confused.
 
  • #4
Sorry about the delayed reply, it is difficult to explain this further without figures. I found this, which helps show what I'm talking about:
http://www.walter-fendt.de/ph14e/stlwaves.htm

On that page, "both sides open" should be selected. We'll look at two parts of the tube, the center and the ends.

At the center of the tube: the molecules do not move at the very center, so velocity is zero. However, you'll also notice that the molecules surrounding the center alternate between bunching together and spreading apart. So the pressure (which corresponds directly with the density or closeness of the molecules) has a maximum change there.

At the ends of the tube, the molecules are moving back and forth with maximum velocity change. However, their spacing stays the same, indicating zero change in pressure.

Hope that helps!
 

FAQ: Quick Question on maximum pressure change in a stationary wave

What is a stationary wave?

A stationary wave is a type of wave that appears to be standing still or not moving. This is because it is formed by the interference of two waves with the same frequency and amplitude traveling in opposite directions.

What is maximum pressure change in a stationary wave?

The maximum pressure change in a stationary wave refers to the point where the amplitude of the wave is at its highest or lowest point. This is also known as the nodes and antinodes of the wave.

How is maximum pressure change measured in a stationary wave?

The maximum pressure change is typically measured using a pressure sensor or a microphone. The sensor records the changes in pressure caused by the wave and converts it into a measurable quantity.

What factors affect the maximum pressure change in a stationary wave?

The maximum pressure change in a stationary wave is affected by the amplitude, frequency, and wavelength of the wave. It is also influenced by the medium through which the wave is traveling, such as air or water.

What are some real-life applications of stationary waves and maximum pressure change?

Stationary waves and maximum pressure change have various applications in science and engineering. They are used in musical instruments, such as string and wind instruments, to produce specific notes and sounds. They are also utilized in medical imaging techniques, such as ultrasound, to create images of internal body structures. Additionally, stationary waves are used in industrial processes, such as in ultrasonic cleaning and welding.

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