Air-Standard Dual (Mixed) Combustion Cycle – Process Count Check The ideal dual combustion cycle comprises two isentropic processes, two constant-volume processes (heat addition and heat rejection), and one constant-pressure process (part of the heat addition).

Difficulty: Easy

Correct Answer: Agree

Explanation:


Introduction / Context:
The dual (or mixed) combustion cycle bridges Otto and Diesel models by splitting heat addition into constant-volume and constant-pressure phases. Verifying the process count strengthens understanding of ideal cycle layouts used in engine analysis.


Given Data / Assumptions:

  • Air-standard cycle with constant specific heats.
  • Quasi-equilibrium processes.
  • No changes in kinetic or potential energy.


Concept / Approach:

The cycle sequence is: 1–2 isentropic compression; 2–3 constant-volume heat addition; 3–4 constant-pressure heat addition; 4–5 isentropic expansion; 5–1 constant-volume heat rejection. That list totals two isentropic, two constant-volume, and one constant-pressure processes, matching the statement.


Step-by-Step Solution:

Identify compression (1–2) as isentropic: s constant, no heat exchange.Add part of Q at fixed volume (2–3): p and T rise, v constant.Complete heat addition at constant pressure (3–4): v increases, T rises.Expand isentropically (4–5): work output, T and p drop.Reject heat at constant volume (5–1): T and p drop at fixed v to close the cycle.


Verification / Alternative check:

Setting the constant-pressure segment length to zero reduces the dual cycle to the Otto cycle; setting the constant-volume segment to zero reduces it to the Diesel cycle, confirming the mixed nature.


Why Other Options Are Wrong:

Disagree options conflict with the standard definition. Constraints on gamma or polytropic compression are not part of the ideal dual cycle definition.


Common Pitfalls:

Incorrectly assigning heat rejection to constant pressure; forgetting that only one constant-pressure leg exists in the ideal dual cycle.


Final Answer:

Agree

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