Chapter 6, Problem 6.22CU

Calculate the coefficient of isobaric volumetric expansion and  isothermal compressibility,  for ideal gas and for gas that meets Berthelot's equation.  Explain your solution.

Problem 3.3 The rigid steel tank shown in the figure contains carbon dioxide gas. Initially the tank contains 300 kg of gas. The tank has an internal volume of 100 m³, one inlet, and one outlet as shown in the figure. The following information is known about the mass flow rate at the inlet: ((10.0 kg/min³)t² if 0 ≤ t ≤ 3 min 90 kg/min if t > 3 min The outlet mass flow rate is a constant m₂ = 90 kg/min for t ≥ 0 a) Calculate and graph (i.e., using Excel, Matlab, etc.) the mass of gas and the time rate of change of the mass of the gas in the tank at one minute intervals for 0 ≤ t ≤ 20 min. Use an open system that corresponds with the interior volume of the tank. When, if ever, is the m₁ = system at steady-state conditions? (Be sure to include your graph in your submission for this part of the problem.) at b) Is the density of the gas in the tank increasing or decreasing? What is the net change in the density of the gas in the tank for this 20-minute interval? c) How would your answer to…

Calculate the maximum amount of water that can be poured into a 50-liter container at a temperature of 15°C so that at 200°C the increase in pressure is not greater than 50 atm. Take the isothermal compressibility of water as B = 4.80x10-5 atm^ -1 and the coefficient of volumetric expansion is a=0.798x10-3 K^-1 Solve as early as you can with right answers.

Please put all givens and be detailed thankyou

Water at 200 kPa with a quality of 25% has its temperature raised 30 C in a constant pressure. What is the new quality (if it is defined) and the specific volume?

A rigid tank contains water vapor at 300 C and an unknown pressure. When pain the tank is cooled to 130 C, the vapor start condensing. Estimate the initial pressure in the tank.

i need the answer quickly

A cylinder contains oxygen at a pressure of 2.00 atm. The volume is 4.00 L, and the temperature is 300 K. Assume that the oxygen may be treated as an ideal gas. The oxygen is carried through the following processes: (i) Heated at constant pressure from the initial state (state 1) to state 2, which has T = 450 K. (ii) Cooled at constant volume to 250 K (state 3). (iii) Compressed at constant temperature to a volume of 4.00 L (state 4). (iv) Heated at constant volume to 300 K, which takes the system back to state 1. (a) Show these four processes in a pV-diagram, giving the numerical values of p and V in each of the four states. (b) Calculate Q and W for each of the four processes. (c) Calculate the net work done by the oxygen in the complete cycle. (d) What is the efficiency of this device as a heat engine? How does this compare to the efficiency of a Carnot-cycle engine operating between the same minimum and maximum temperatures of 250 K and 450 K?

CO2 gas enters the pipe at a flow rate of 2 kg / s, 3 MPa pressure and 500 K temperature. While the CO2 pipe type is flowing, it is cooled down at constant pressure and its temperature drops to 450 K at the pipe outlet.Volumetric flow of CO2 at the pipe inlet,Using the generalized compressibility diagram, find