Compression (physics)
Compression in physics refers to the change in an object's shape or volume due to applied stress, specifically the area of an object that is pressed together. This phenomenon can lead to significant stress on materials, which may result in damage such as buckling or snapping, particularly in structures like bridges. To manage these forces, engineers often seek to either dissipate or transfer the stress throughout the structure, enhancing its ability to withstand compression and tension.
In addition to static objects, compression is also a critical aspect of sound waves, where it manifests as regions of high pressure where air molecules are densely packed. These compressions and their counterparts, rarefactions (areas of low pressure), create the vibrations that allow sound to travel through mediums. The human ear can detect these fluctuations in pressure, which occur at regular intervals and are essential for the production and transmission of sound. Overall, understanding compression is vital across various fields, from engineering to acoustics, highlighting its importance in both solid structures and wave phenomena.
Compression (physics)
Compression is the change in an object due to applied stress. Compression also refers to the area of an object that is pressed together. Compression, as well as tension, may put enough stress on an object to damage it. For example, compression may cause buckling in a bridge. Therefore, compression must be either dissipated or transferred. In an object such as a toy slinky, a compression is the area that is pressed together and has maximum density. On the other hand, a rarefaction is the area of the slinky that is spread apart and has minimum density.
![A schematic of applying compression to a sample. The arrows are the applied force. By User:Ironpole Uploaded by Ironpole at en.wikipedia [CC-BY-SA-3.0 (http://creativecommons.org/licenses/by-sa/3.0)], via Wikimedia Commons 98402320-19691.jpg](https://imageserver.ebscohost.com/img/embimages/ers/sp/embedded/98402320-19691.jpg?ephost1=dGJyMNHX8kSepq84xNvgOLCmsE2epq5Srqa4SK6WxWXS)
![An Instron universal testing machine equipped with a 300 kN dynamometer that is measuring the compressive strength of a composite cylinder (glass bead-reinforced epoxy). By Cjp24 (Own work) [GFDL (http://www.gnu.org/copyleft/fdl.html) or CC-BY-SA-3.0-2.5-2.0-1.0 (http://creativecommons.org/licenses/by-sa/3.0)], via Wikimedia Commons 98402320-19692.jpg](https://imageserver.ebscohost.com/img/embimages/ers/sp/embedded/98402320-19692.jpg?ephost1=dGJyMNHX8kSepq84xNvgOLCmsE2epq5Srqa4SK6WxWXS)
A sound wave has compressions and rarefactions as well. A compression in a sound wave is the area with high air pressure where air molecules are crowded together. A rarefaction in a sound wave is the area with low air pressure where air molecules are separated. Compressions in a sound wave help produce and transfer sound as vibration passes through an object. Furthermore, compression patterns repeat. The human ear can detect compressions in a sound wave.
Compression in Objects
Compression can put stress on an object. Along with tension, compression can damage the object.Tension is the opposite of compression in that it is a force that pulls on an object. A bridge may experience buckling or snapping. When buckling occurs, compression is greater than the bridge’s ability to handle the force. When snapping occurs, tension lengthens the bridge to a degree that is too much for the bridge to endure. To prevent buckling and snapping, compression and tension must be either dissipated or transferred.
When the forces are dissipated, they are spread out over the entire bridge. For example, in a beam bridge, a supporting truss may be added to the beam of the bridge, providing the beam with more rigidity and spreading out compression and tension. The beam compresses, and the force is dissipated throughout the truss.
When the forces are transferred, the stress from the forces moves from a weak area to a stronger area of the bridge. The beam of a bridge experiences the most compression at the top. Conversely, it has the most tension at the bottom. Little compression or tension occurs at the middle of the beam. I-beams often are used so the top and bottom of the beam can endure compression and tension.
Compression can also be found in objects such as a slinky or spring. For example, pressing on a slinky causes compression. Doing this collapses the slinky and shortens its length. The coils of the slinky vibrate along its length. Compressions are the areas of the slinky that are pressed together with little space between them. Furthermore, compressions are the areas of the slinky with maximum density. The areas of the slinky that are spread apart are called rarefactions. In this sense, rarefactions are the areas with minimum density. Compressions and rarefactions have alternating patterns.
Compression in Sound Waves
Compressions also are present in sound waves. A sound wave is a vibration created when sound collides with the materials in an object. The vibration passes through the object. Compressions in sound waves are significant for several reasons. For one, they convert mechanical energy into sound. An increase in compression produces more sound by moving molecules through the sound wave. Conversely, a decrease in compression causes a reduction in sound and less sound frequency because the rate of molecule transfer slows. Compressions are also critical in producing and transferring sound between two places or between two objects. In addition, they play an important role in transforming vibration from one end of the sound wave to the other end.
Like a slinky, a sound wave has compressions and rarefactions. Specifically, a sound wave has air molecules with compressions and rarefactions. Compressions are the areas with high air pressure. Rarefactions are the areas with low air pressure. Furthermore, compressions are the areas where air molecules are crowded together. Rarefactions are the areas where air molecules are more separated. This points to the fact that air molecules have longitudinal motion. Longitudinal waves have patterns of compressions and rarefactions that repeat. Wavelengths are measured by the distance between compressions and rarefactions. A wavelength is the span of a complete cycle of the wave.
The human ear, as well as human-made instruments, can detect sound waves by detecting fluctuations in pressure. The ear or instrument can detect high pressure, which represents the arrival of a compression. Low pressure can also be detected, which represents the arrival of a rarefaction. These fluctuations recur, taking place at regular time intervals. If pressure versus time were plotted on a graph, the high points on the plot would represent compressions, and the low points would represent rarefactions. Additionally, the zero points on the plot would represent the absence of any disturbance moving through the air.
Bibliography
"Compression." Britannica, 4 Oct. 2024, www.britannica.com/science/compression. Accessed 21 Nov. 2024.
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