Question

In: Chemistry

one mole of ice at 0 C is turned completely into steam by heating under 1...

one mole of ice at 0 C is turned completely into steam by heating under 1 atm pressure. calculate the entropy change in the system with specific heat capacity and enthalpy/heat values.assuming they are all constant.

Solutions

Expert Solution

H2O(S) at 0oC to H2O(l) at 0oC     -------delta S1
H2O(l) at 0oC to H2O(l) at 100 oC ---------delta S2
H2O(l) at 100 oC to H2O(g) at 100 oC ---------delta S3

delta S1 = qrev/T = n*delta H fusion / T
                     =1*6.01/273.15
                     =0.022 KJ/K

delta S2 = nCp*ln(Tf/Ti)
            = 1* 0.07529*ln(373.15/273.15)
            = 0.0235 KJ/K

delta S3 = n*delta Hvap/T
            = 1*40.7 / 373.15
            =0.1091 KJ/K

So,
delta S= delta S1 + delta S2 + delta S3
         = 0.022 + 0.0235+ 0.1091
         = 0.1546 KJ/K
         = 154.6 J/K


Related Solutions

one mole of ice at 0 C is put into contact with one mole of steam...
one mole of ice at 0 C is put into contact with one mole of steam at 100 C in an adiabatic enclosure. The pressure is held constant at one atmosphere. What is the final composition and temperature of the system?
Steam at 100°C is added to ice at 0°C. (a) Find the amount of ice melted...
Steam at 100°C is added to ice at 0°C. (a) Find the amount of ice melted and the final temperature when the mass of steam is 13.0 g and the mass of ice is 45.0 g.  g  °C (b) Repeat this calculation, when the mass of steam as 1.30 g and the mass of ice is 45.0 g.  g  °C
Steam at 100°C is added to ice at 0°C. (a) Find the amount of ice melted...
Steam at 100°C is added to ice at 0°C. (a) Find the amount of ice melted and the final temperature when the mass of steam is 11 g and the mass of ice is 49 g. (b) Repeat with steam of mass 2.0 g and ice of mass 49 g.
Steam at 100°C is added to ice at 0°C. Find the temperature when the mass of...
Steam at 100°C is added to ice at 0°C. Find the temperature when the mass of steam is 10 g and the mass of ice is 50 g. The specific heat of water is 4186 J/kg°C, its latent heat of fusion is 3.33x105 J/kg and its heat of vaporization is 2.26x106 J/kg.
How many calories are required to change 225g of ice at 0° C to steam at...
How many calories are required to change 225g of ice at 0° C to steam at 100° C?
What mass of steam at 100∘C must be added to 1.80 kg of ice at 0∘C...
What mass of steam at 100∘C must be added to 1.80 kg of ice at 0∘C to yield liquid water at 20 ∘C? The heat of fusion for water is 333 kJ/kg , the specific heat is 4186 J/kg⋅C∘ , the heat of vaporization is 2260 kJ/kg .
If 200 g of ice at 0°C and 50 g of steam at 100°C interact thermally...
If 200 g of ice at 0°C and 50 g of steam at 100°C interact thermally in a well-insulated container. The final state of the system will be; ( is loved it and got Tf= 64C ) ( so please choose an answer from the following multiple choices ) (a) A water steam mixture at 100°C (b) Water at a temperature between 0°C and 50°C (c) 0.089 kg (d) 0.12 kg (e) A ice-water mixture at 0°C
What mass of steam at 100∘C must be added to 1.90 kg of ice at 0∘C...
What mass of steam at 100∘C must be added to 1.90 kg of ice at 0∘C to yield liquid water at 15 ∘C? The heat of fusion for water is 333 kJ/kg , the specific heat is 4186 J/kg⋅C∘ , the heat of vaporization is 2260 kJ/kg .
One mole of carbon monoxide at 10 ºC is completely burnt at 1 atm pressure with...
One mole of carbon monoxide at 10 ºC is completely burnt at 1 atm pressure with 50% excess air.  The air is fed to the burner at a temperature of 540 ºC.  The combustion products leave the burner chamber at 425 ºC.  Use a molar flow and enthalpy summary table to help organize your work. Draw a labeled PFD.  Define your system.  Analyze the energy balance relationship that applies to your system. Calculate the heat involved in this process, in units of kJ per mole...
Ice at −14.0 °C and steam at 142 °C are brought together at atmospheric pressure in...
Ice at −14.0 °C and steam at 142 °C are brought together at atmospheric pressure in a perfectly insulated container. After thermal equilibrium is reached, the liquid phase at 50.0 °C is present. Ignoring the container and the equilibrium vapor pressure of the liquid, find the ratio of the mass of steam to the mass of ice. The specific heat capacity of steam is 2020 J/(kg.C°).
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT