In diesel cycle combustion takes place at
Constant pressure
The diesel cycle is a thermodynamic cycle that approximates the process occurring in a diesel engine. It consists of a sequence of four distinct processes.
An ideal diesel cycle is typically represented by the following four processes:
In the diesel cycle, combustion is modeled as occurring at constant pressure. Here's why:
This is a key difference compared to the Otto cycle (used in petrol engines), where a spark ignites a pre-mixed fuel-air charge rapidly at constant volume (piston near TDC).
| Feature | Diesel Cycle | Otto Cycle |
|---|---|---|
| Fuel Injection | Directly into cylinder near end of compression | Into intake manifold or cylinder during intake/compression |
| Ignition | Compression ignition (Autoignition) | Spark ignition |
| Combustion Process Model | Constant Pressure (Isobaric) | Constant Volume (Isochoric) |
| Heat Addition Process | Process 2-3 in the P-v diagram | Process 2-3 in the P-v diagram |
Therefore, based on the ideal diesel cycle model, combustion takes place at constant pressure.
On a P-v diagram:
This visual representation clearly shows the isobaric (constant pressure) nature of the heat addition phase, which corresponds to combustion.
In summary, the defining characteristic of the heat addition (combustion) process in the ideal diesel cycle is that it occurs while the pressure remains constant. This is achieved through controlled fuel injection as the piston begins to move downwards.
The combustion process in the diesel cycle occurs at constant pressure.
| Process | Description | Thermodynamic Type |
|---|---|---|
| 1-2 | Compression | Isentropic (Constant Entropy) |
| 2-3 | Heat Addition (Combustion) | Isobaric (Constant Pressure) |
| 3-4 | Expansion | Isentropic (Constant Entropy) |
| 4-1 | Heat Rejection | Isochoric (Constant Volume) |
The efficiency of an ideal diesel cycle is given by the formula:
\eta_{diesel} = 1 - \frac{1}{r^{\gamma-1}} \left( \frac{r_c^{\gamma} - 1}{\gamma(r_c - 1)} \right)
Where:
This formula highlights how both the compression ratio and the cut-off ratio influence the efficiency of the diesel cycle.
Real diesel engines deviate from the ideal cycle due to factors like friction, pressure drops during intake and exhaust, and non-instantaneous combustion and heat transfer.
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