Total volume of the tanks m³ (two decimal accuracy) Final pressure of the mixture Molar fraction of oxygen in the mixture Molar fraction of carbon dioxide in the mixture Partial pressure of oxygen in the mixture Partial pressure of carbon dioxide in the mixture kPa (zero decimal accuracy) % (zero decimal accuracy) % (zero decimal accuracy) kPa (zero decimal accuracy) kPa (zero decimal accuracy)
Total volume of the tanks m³ (two decimal accuracy) Final pressure of the mixture Molar fraction of oxygen in the mixture Molar fraction of carbon dioxide in the mixture Partial pressure of oxygen in the mixture Partial pressure of carbon dioxide in the mixture kPa (zero decimal accuracy) % (zero decimal accuracy) % (zero decimal accuracy) kPa (zero decimal accuracy) kPa (zero decimal accuracy)
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Please do not rely too much on chatgpt, because its answer may be wrong. Please consider it carefully and give your own answer. You can borrow ideas from gpt, but please do not believe its answer.
Very very grateful!
![Two closed tanks are connected to each other by a valve. The first tank contains oxygen (O₂, m = 2.1 kg, T = 132 °C,
p=4 bar) and the other carbon dioxide (CO₂, m = 2.3 kg, T = 27 °C, p = 1.5 bar). When the valve is opened, the
gases are allowed to mix. When the mixture reaches equilibrium, the temperature of the mixture is 78 °C. The
gases can be assumed to be ideal gases.
Calculate
m3 (two decimal accuracy)
1) Total volume of the tanks
2) Final pressure of the mixture
3) Molar fraction of oxygen in the mixture
4) Molar fraction of carbon dioxide in the mixture
5) Partial pressure of oxygen in the mixture
6) Partial pressure of carbon dioxide in the mixture
7) Average specific heat capacity of oxygen at constant volume
8) Average specific heat capacity of carbon dioxide at constant volume
accuracy)
9) Heat transferred from or to the process
kPa (zero decimal accuracy)
% (zero decimal accuracy)
% (zero decimal accuracy)
kPa (zero decimal accuracy)
kPa (zero decimal accuracy)
kJ/kgK (three decimal accuracy)
kJ/kgK (three decimal
kJ (one decimal accuracy)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd040738d-44e3-4780-9333-dce7e9954e8c%2F973e632e-d946-4a68-9043-9e42017a9bd5%2F47oeiin_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Two closed tanks are connected to each other by a valve. The first tank contains oxygen (O₂, m = 2.1 kg, T = 132 °C,
p=4 bar) and the other carbon dioxide (CO₂, m = 2.3 kg, T = 27 °C, p = 1.5 bar). When the valve is opened, the
gases are allowed to mix. When the mixture reaches equilibrium, the temperature of the mixture is 78 °C. The
gases can be assumed to be ideal gases.
Calculate
m3 (two decimal accuracy)
1) Total volume of the tanks
2) Final pressure of the mixture
3) Molar fraction of oxygen in the mixture
4) Molar fraction of carbon dioxide in the mixture
5) Partial pressure of oxygen in the mixture
6) Partial pressure of carbon dioxide in the mixture
7) Average specific heat capacity of oxygen at constant volume
8) Average specific heat capacity of carbon dioxide at constant volume
accuracy)
9) Heat transferred from or to the process
kPa (zero decimal accuracy)
% (zero decimal accuracy)
% (zero decimal accuracy)
kPa (zero decimal accuracy)
kPa (zero decimal accuracy)
kJ/kgK (three decimal accuracy)
kJ/kgK (three decimal
kJ (one decimal accuracy)
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Step 1: 1) Calculate the total volume of the tanks.
VIEWStep 2: 2) Calculate the final pressure of the mixture.
VIEWStep 3: Calculate the mole of oxygen and carbon di oxide and total number of moles.
VIEWStep 4: 3) Calculate the molar fraction of oxygen in the mixture.
VIEWStep 5: 4) Calculate the molar fraction of carbon di oxide in the mixture.
VIEWStep 6: 5) Calculate the partial pressure of oxygen in the mixture.
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