What is the change in work and heat in this thermodynamic process?

In summary, the problem involves a piston/cylinder arrangement with an initial volume of 1 ft^3 containing water at P = 20 psia, T = 320 F. The piston expands against a linear spring until the final temperature and pressure are P = 10 psia, T = 400 F. The task is to calculate the work and heat transfer in the process and report it in BTU. The temperature increase is implied in the task of calculating the heat transfer. The energy equation, Qin-Wout=deltaU, should be used to solve for the internal energy at states 1 and 2, and the work done by the system to move the piston from 1 to 2. It is important to remember
  • #1
casebj11
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A piston / cylinder arrangement with an initial volume of 1 ft^3 contains water at P = 20 psia, T = 320 F. The piston expands against a linear spring until the final temperature and pressure are P = 10 psia, T = 400 F.

D)calculate the work and heat transfer in the process, and report in BTU


I am confused with this problem since it does not state that heat is being added but the temperature increases. Is this implied?

or does the temperature increase due to the decrease in pressure and increase in volume?
 
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  • #2
Can anyone help me?
 
  • #3
Yes it is implied when it says calculate the heat transfer. So set up your energy equation Qin-Wout=deltaU. Find your internal energy U at state 1 and 2. Then calculate the work done by the system to move the piston from 1 to 2. Don't forget to add the initial PV term in addition to the work done by the spring. Then that will allow you to solve the heat transfer Qin.
 
  • #4
I just received some clarification with my prof. Apparently there is no initial heat transfer. Instead the linear spring has a negative spring constant. Can someone please explain how this would work.
 
  • #5
That doesn't really make much sense, unless he is trying to convey that the spring is initially in tension. Even in such a case there would be heat transfer unless your change in internal energy was exactly equal to the work done by/on the system.
 

1. What is a Thermo Piston and linear spring?

A Thermo Piston and linear spring refers to a mechanism that uses a combination of heat, pressure, and mechanical force to generate power or movement. The piston is heated, causing it to expand and push against the linear spring, which in turn creates a mechanical force.

2. How does a Thermo Piston and linear spring work?

The Thermo Piston and linear spring work by utilizing the principles of thermodynamics and mechanical force. When the piston is heated, it expands and pushes against the linear spring, which compresses and stores energy. When the heat is removed, the piston cools and contracts, releasing the stored energy and causing the linear spring to expand and create movement.

3. What are the applications of Thermo Piston and linear spring?

Thermo Piston and linear spring have various applications, including power generation, refrigeration, and air compression. They are also used in engines, such as in internal combustion engines, where the expansion and contraction of the piston and spring are used to convert heat energy into mechanical energy.

4. What are the benefits of using Thermo Piston and linear spring?

The use of Thermo Piston and linear spring has several benefits. They are highly efficient, as they utilize both heat and mechanical energy to produce movement. They are also compact and lightweight, making them suitable for various applications where space and weight are limited. Additionally, they can operate without the need for electricity, making them a sustainable and cost-effective option.

5. Are there any limitations to using Thermo Piston and linear spring?

One limitation of Thermo Piston and linear spring is that they require a continuous supply of heat to function. Once the heat source is removed, the movement will stop. They also have limited power output compared to other mechanisms, making them more suitable for smaller-scale applications. Additionally, the materials used in the piston and spring must be able to withstand high temperatures and pressure, making them more expensive to produce.

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