Explain an isobaric process with an example.

Short Answer:

An isobaric process is a thermodynamic process in which the pressure remains constant while other properties like volume and temperature change. This means the system undergoes heating or cooling without any change in pressure. In this process, heat added to the system is partly used to do work and partly increases the internal energy.

A simple example of an isobaric process is boiling water at atmospheric pressure. Even though the water absorbs heat and changes into steam, the pressure remains constant throughout the process. This concept is important in understanding many real-life heating and expansion processes.

Detailed Explanation:

Isobaric process

In thermodynamics, an isobaric process is a process that happens at constant pressure. The word “isobaric” comes from Greek: “iso” means same and “baros” means pressure. This means the pressure of the system does not change, even though its volume, temperature, and energy might change during the process.

This process is commonly found in practical systems such as heating water, air conditioning systems, and in many steps of engine cycles. Understanding how pressure remains constant while other changes happen is very helpful for mechanical engineers in energy calculations.

Characteristics of Isobaric Process

  1. Constant pressure (P = constant):
    The pressure does not increase or decrease throughout the process.
  2. Change in volume and temperature:
    When heat is added or removed, the volume and temperature change to keep pressure constant.
  3. Work is done by the system:
    Since volume changes at constant pressure, the system performs work.
    Work done is calculated as:
    W = P × (V₂ – V₁)
  4. Change in internal energy and enthalpy:
    Both internal energy (U) and enthalpy (H) change in an isobaric process.
    Heat added goes into both increasing the internal energy and doing work.
  5. Found in heating/cooling of gases and fluids:
    Many real-world heating or expansion processes are done at constant pressure.

Example of Isobaric Process

Boiling of Water at Atmospheric Pressure:
When you boil water on a stove, the pressure above the water remains atmospheric (about 1 atm). As you heat it, the temperature stays constant at 100°C, and water converts to steam. The steam expands in volume, but the pressure remains unchanged. This is a clear example of an isobaric process.

Other Examples Include:

  • Heating air in a piston-cylinder where the piston can freely move.
  • Constant-pressure heat addition in a gas turbine (Brayton cycle).
  • Atmospheric pressure heating of gases in open containers.

Mathematical Form and Energy Equation

In an isobaric process, the first law of thermodynamics is written as:

Q = ΔU + W

Where:

  • Q = heat added to the system
  • ΔU = change in internal energy
  • W = P × ΔV = work done by the system

Also, the heat added at constant pressure is directly related to the change in enthalpy (ΔH):

Q = ΔH

So, the enthalpy becomes the key property to study in isobaric processes.

Graphical Representation

In a P-V diagram (Pressure-Volume diagram), an isobaric process appears as a horizontal line, because pressure stays constant while volume changes. This helps visualize the work done (area under the line) during the process.

Importance in Mechanical Engineering

Understanding isobaric processes helps in the analysis and design of systems like:

  • Steam power plants
  • Air conditioning systems
  • Internal combustion engines
  • Heating systems and boilers

It helps engineers calculate how much heat is needed and how much work will be done when a system is heated or cooled at constant pressure.

Conclusion

An isobaric process is a thermodynamic process where pressure remains constant, while other properties like volume and temperature change. It plays a key role in many engineering systems such as engines, boilers, and turbines. Real-life examples like boiling water clearly show how heat causes expansion without changing pressure. Understanding this process helps engineers accurately calculate energy, heat, and work in practical systems.