We know that gases which donot react chemically intermix irrespective of their nature. This is known as diffusion. The law of gravitation does not apply to diffusion which means that lighter gases can more downward while the heavier ones can move upwards.
(i) State Graham's Law of diffusion.
(ii)Give Its mathematical form.
(iii) What is the value associated with the phenomenon of diffusion of gases?
We know that gases which donot react chemically intermix irrespective of their nature. This is known as diffusion. The law of gravitation does not apply to diffusion which means that lighter gases can more downward while the heavier ones can move upwards.
(i) State Graham's Law of diffusion.
(ii)Give Its mathematical form.
(iii) What is the value associated with the phenomenon of diffusion of gases?
(i) State Graham's Law of diffusion.
(ii)Give Its mathematical form.
(iii) What is the value associated with the phenomenon of diffusion of gases?
Text Solution
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(i) According to Graham's Law of diffusion ,under similar conditions of temperature and pressure, the rates of diffusion of gases are inversely proportional to the squre roots of their densities.
(ii) Mathematically, `(r_(1))/(r_(2)) = sqrt((d_(2))/(d_(1)))`
(iii) The phenomenon of diffusion of gases is very useful in daily life. Just imagine what might have happened to the poisonous gases like oxides of nitrogen, chlorine or ammonia if released as a result of some accident in a factory. Had there been no diffusion, these gases might have got concentrated in one particular region or area. It might have gets slowly diluted and ultimately disappears.
(ii) Mathematically, `(r_(1))/(r_(2)) = sqrt((d_(2))/(d_(1)))`
(iii) The phenomenon of diffusion of gases is very useful in daily life. Just imagine what might have happened to the poisonous gases like oxides of nitrogen, chlorine or ammonia if released as a result of some accident in a factory. Had there been no diffusion, these gases might have got concentrated in one particular region or area. It might have gets slowly diluted and ultimately disappears.
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Out of the three states of matter, only the gases have most of the physical properties common. They neither have definite shapes nor volumes. Upon mixing they form homogeneous mixture irrespective of their nature and can also be compressed on applying pressure. In addition to these, the gases obey different gas laws such as Boyle's Law, Charles's Law, Dalton's Law of partial pressures, Graham's Law of diffusion etc. Based upon these laws, ideal gas equation PV = nRT has been derived. Same mass of CH_(4) and H_(2) at taken in a container. The partial pressure caused by H_(2) is
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