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Polytropic Process Work

Polytropic process work

Polytropic process work

The work in this process can be calculated by P 1 V 1 times the log of v2 over v1 ok.

What is the boundary work for a polytropic process?

We can rearrange our definition of a polytropic process to get P = C times V raised to the minus delta pawer. Then all we need to do is plug this back into our equation for boundary work: Wb = the integral of P dV from V1 to V2.

Is polytropic process real?

Importance of polytropic processes in real life Nevertheless, polytropic processes are of great technical importance, especially in the range between n=1 (isothermal process) and n=κ (isentropic process). This is because many thermodynamic processes occur between these limiting cases.

What is the n value in polytropic process?

The expansion of the gaseous products of a high explosive can be modeled as a polytropic process. In the high pressure regime, n approximately equals to 3. The value of n decreases with the expansion of the products, and finally approaches 1.4 when the products expand to the atmospheric pressure state.

What is the work done in a free expansion process?

In free expansion process as there is no work done as there is no external pressure so work done is 0.

What is the formula for work done in adiabatic process?

The work done by the mixture during the compression is W=∫V2V1pdV. With the adiabatic condition of Equation 3.7. 1, we may write p as K/Vγ, where K=p1Vγ1=p2Vγ2.

Is boundary work positive or negative?

The boundary work is equal to the area under the process curve plotted on the pressure-volume diagram. Note: P is the absolute pressure and is always positive. When dV is positive, Wb is positive.

How do you calculate work boundaries?

Boundary work is evaluated by integrating the force F multiplied by the incremental distance moved dx between an initial state (1) to a final state (2). We normally deal with a piston-cylinder device, thus the force can be replaced by the piston area A multiplied by the pressure P, allowing us to replace A.

Is a polytropic process adiabatic?

Hence, to hold PV constant in the polytropic gas expansion/compression process, both heat and work interchange takes place between the system and surrounding. Therefore, polytropic is a non-adiabatic process.

What is the example of polytropic process?

An example of a polytropic process is the expansion of the combustion gasses in the cylinder of a water-cooled reciprocating engine.

What are the types of polytropic process?

Polytropic processes are internally reversible. Some examples are vapors and perfect gases in many non-flow processes, such as: n=0, results in P=constant i.e. isobaric process. n=infinity, results in v=constant i.e. isometric process.

What is polytropic efficiency?

The polytropic efficiency—also called “small-stage efficiency”—is defined as the isentropic efficiency of an elemental (or differential) stage in the process such that it is constant throughout the whole process.

Is polytropic process for ideal gas?

ProcessExponent n
Adiabatic & ideal gask = CP/CV

What is n in compressor?

k=Cp/Cv
N=number of moles,
R=constant for a specific gas,
T=temperature
W=mass flow, lbm/min.,

What is the process if'n 0?

For n = 0, it is a constant pressure process and it is a horizontal line. For n = ∞, it is a constant volume process and it is a vertical line.

Why does free expansion have zero work done?

Work done in free expansion process is zero because there is no boundary move. (free expansion means expansion against vacuum and in this process enthalpy, internal energy and temperature is constant).

What is formula for work done?

To express this concept mathematically, the work W is equal to the force f times the distance d, or W = fd. If the force is being exerted at an angle θ to the displacement, the work done is W = fd cos θ.

What is the work done in isothermal process?

The work done in an isothermal process is due to the change in the net heat content of the system. Meanwhile, the work done in an adiabatic process is due to the change in its internal energy.

Is work negative in adiabatic expansion?

An expansion is considered work done by the system. W is negative if work is done by the system (work out, energy out) and positive if done on the system (work in, energy in).

What is ∆ U in an adiabatic process?

Since, ∆ U = q + ∆ W , thus, the value of ∆ U is equal to ∆ W which is the adiabatic work.

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