What is the entropy change for mixing 1 liter of a monoatomic ideal gas (call it A) at 2 atm at 100 oC
with 2 liters of a different monoatomic ideal gas (call it B) at 0.5 atm at 0 oC (the total volume is
confined to 3 liters)? Assume CV= 1.5R for both gases. (Hint: you need to include the entropy change for
the change in volume, change in temperature, and for mixing)
What is the entropy change for mixing 1 liter of a monoatomic ideal gas (call it...
a monoatomic ideal gas originally occupies a volume of 3.0 L and then expands to a new volume of 3.0 L and then expands to a new volume of 24.0 L if the final pressure of the gas is 1 atm and the change in entropy of the gas during expansion is zero, what must have been the inital pressure of the gas (Hint: it may help to determine the ratio of final to inital temperature Tf/Ti) Please any help...
Please answer ALL parts and show work/explain 2. Determine the change in entropy for an isothermal process in which two initially separated gases come 1 mol both together where the final volume is just the sum of the two gases's initial volumes. Determine AS for this gases process for 1 mol of gas A at 2 atm and 1 mol of gas B at 1 atm. It is easiest to do this problem in steps. a) Determine the entropy for...
) One mole of a monoatomic ideal gas at initial pressure of 30 atm and 600 K undergoes a rapid adiabatic free expansion from a vessel to another 50 times larger in volume. Find the change in temperature and the increase in entropy.
Calculate the change in entropy ΔS for 5.2 moles of an ideal gas when its thermodynamic state changes from p1 = 1.50 atm and T1 = 400.0 K to p2 = 3.00 atm and T2 = 600.0 K. The molar heat capacity of the gas at constant volume is CV,m = (7/2) R, and is independent of the temperature.
2 a) An ideal gas with a Cv of 1.5R independent of temperature is initially contained in a volume of 0.05 L at a pressure of 10 atm and an initial temperature of 1200°C. The volume is then increased to 0.50 L. What will be the final pressure and temperature of the gas if the total amount of gas is unchanged, and the gas undergoes reversible adiabatic expansion? How much work will be produced? Calculate the change in entropy of...
WORK DONE BY AN IDEAL GAS Ivariant of FSU Physies libl: An ideal monoatomic gas is slowly compressed at a constant pressure of 1.80 atm from 13.0 L to 3.00 L. This process is represented in the Figure as the path B to D. Heat is then added to the gas, holding the volume constant, and the pressure and the temperature are allowed to rise (line DA) until the temperature reaches its original value (TA- Ta). PART A: Calculate the...
An ideal gas is kept in a 88-liter [L] container at a pressure of 2.52.5 atmospheres [atm] and a temperature of 290290 kelvin [K]. If the gas is compressed until its pressure is raised to 55 atmospheres [atm] while holding the temperature constant, what is the new volume in units of liters [L]?
The temperature of 1 liter (L) of an ideal gas is augmented from 100 C to 200 C , it also maintains its pressure constant. What is the new volume of the designated gas in Liters
3. For diatomic ideal gases at room temperature, find out the change in entropy due to mixing using the following partition functions hv expl2kT T V( h2 Ztranslation rotation vibration h2 hv 1 exp 4. For solids, Einstein the vibrational levels given energy are as hv, j-0,1,2,.. Assuming that the N 2 strongly coupled atoms are +=3 equivalent to 3N simple harmonic independent oscillators, find out the followings (a) Equation for the vibrational energy as a function of temperature (b)...
Calculate the change in entropy for 80 grams of ammonia gas (consider ideal gas) as it expands from a pressure of 4 atm and 60C to a pressure of 10 atm and 100C. Consider the following (a) constant Cp (b) Cp as a function of Temperature