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5.1 Výpočet termodynamických vlastností u ideálního plynu a ideálních směsí
An ideal gas equation can be written as P = rho R T/ M0 where rho and M are resp.
At extremely low pressure, the van der Waals equation of one mole of a gas may be written as:
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Ideal Gas Law PV = nRT re-arrange n V = P RT n = molar mass (g/mol) mol gas= mass gas (g) mass of sample V x molar mass = P RT =
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Use the formula v = √(gammaP/ρ) to explain why the speed of sound in air(a) is independent of pressure,(b) increases with temperature, (c) Increases with humidity .
![PPT - p = RT (11.1) [R=R univ /m mole ] du = c V dT (11.2) dh = c p dT (11.3) PowerPoint Presentation - ID:3390111](https://image1.slideserve.com/3390111/slide1-l.jpg "PPT - p = RT (11.1) [R=R univ /m mole ] du = c V dT (11.2) dh = c p dT (11.3) PowerPoint Presentation - ID:3390111")
PPT - p = RT (11.1) [R=R univ /m mole ] du = c V dT (11.2) dh = c p dT (11.3) PowerPoint Presentation - ID:3390111
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p+a/v)(v b) =RT, p=pressure,v=volume,R,a,b are constant, T=absolute temperature. find dimension of a/b^2
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Ideal Gas Law PV = nRT re-arrange n V = P RT n = molar mass (g/mol) mol gas= mass gas (g) mass of sample V x molar mass = P RT =
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5.1 Výpočet termodynamických vlastností u ideálního plynu a ideálních směsí
