This relationship between pressure and volume was first observe by deuce amateur scientists, Richard Towneley and Henry Power. Boyle confirmed their find through experiments and promulgated the results. According to Robert Gunther and other authorities, it was Boyles assistant, Robert Hooke, who built the data-based apparatus. Boyles law is based on experiments with denude, which he considered to be a placid of particles at rest in between miniature invisible springs. At that time, air was still seen as iodine of the four elements, but Boyle disagreed. Boyles interest was probably to understand air as an essential element of life; for example, he produce works on the growth of plants without air. The French physicist Edme Mariotte (16201684) discovered the analogous law independently of Boyle in 1676, but Boyle had already published it in 1662. Thus this law may, improperly, be referred to as Mariottes or the Boyle-Mariotte law. Later, in 1687 in the Philosophiæ Naturalis Principia Mathematica, Newton showed mathematically that if an elastic fluid consisting of particles at rest, between which are repulsive forces inversely proportionate to their distance, the density would be directly proportional to the pressure, but this mathematical treatise is not the physical explanation for the observed relationship.
Instead of a static theory a kinetic theory is needed, which was provided two centuries later by Maxwell and Boltzmann.
Boyles Law is an ideal fluff law where at constant temperature, the volume of an ideal squander is inversely proportional to its absolute pressure.
Boyles Law:
Assuming that temperature mud constant, the volume and pressure of a certain quantity of a gas are inversely proportional.
Mathematically, this can be correspond as:
wedge = Constant/Volume
or
Volume = Constant/Pressure
or
Pressure x Volume = Constant
Substituting in variables, the figure is:
PV=K
Because the formula is equal to a constant, it is possible to solve...If you want to get a full essay, order it on our website: Ordercustompaper.com
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