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When a sample of an ideal gas is allowed to expand reversibly at constant temperature, heat must be added to the gas during expansion to keep its T constant (Figure \(\PageIndex{5}\)). The internal energy of the gas does not change because the temperature of the gas does not change; that is, ΔU = 0 and q rev = −w rev .

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The pressure on a gas sample is increased from 50 kPa to 100 kPa. If the initial volume of the gas is 150 mL, what is the final volume of the gas? A. 33 mL B. 75 mL C. 300 mL D. 5,000 mL Phase transitions and energy changes (e.g. heat of vaporization, heat of sublimination, phase diagrams, heating curves) As ice cream melts, its molecules

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The Sample Absorbs Heat Energy So That Its Temperature Changes From 302 K To 604 K. If V1 Is The Average Speed Of The Gas Molecules Before The Absorption Of Heat And V2 Their Average Speed After The Absorption Of Heat, What Is The Ratio V2/v1?1.v2/v1 = 2.v2/v1 =. 43.v2/v1 = √...

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constant density assumptions reduces non-linearity. • Natural convection problems inside closed domains: – For steady-state solver, Boussinesq model must be used. Constant density ρo allows mass in volume to be defined. – For unsteady solver, Boussinesq model or ideal gas law can be used. Initial conditions define mass in volume.

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Using concentration units of (mass)/(volume), the total pollutant mass in the tank is equal to , where V is the volume of the CSTR. Thus, the accumulation rate is equal to Here, we have made the assumption that the volume of the CSTR is constant. This is usually a reasonable assumption for liquids, although it may not always be valid for gases.

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Is halved Density Remains the same Doubles Remains the same Is halved Doubles A sample of an ideal gas is in a tank of constant volume. The sample absorbs heat energy so that its temperature changes from 300K to 600K.

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What is the volume of this ideal gas if the pressure of the gas is 2.00 atm and the temperature is 100.0oC? A) 8.21 liters B) 400 liters C) 30.6 liters D) 3100 liters 9.