This work extends the steady flow Lenoir cycle within finite-time thermodynamics (FTT) by incorporating heat transfer irreversibilities through the
formalism and a non-isentropic expansion modeled via the expander isentropic efficiency
. The total conductance
(sum for the two heat exchangers) is partitioned between hot and cold units using
, with
. For each triplet (
,
,
), we closed the cycle by determining
, the working fluid temperature at the cooler outlet and heater inlet,
, the heater outlet and expander inlet, and
, the expander outlet and cooler inlet. Using these states, we compute the heat rates
,
and the net power
. In addition to the thermal efficiency
, the following extended objective functions are evaluated: the efficient power
, the ecological efficiency
, and the second law efficiency
. Parametric sweeps on
for
and
show unimodal curves for P(
) and maxima. A robust result places the optima of
,
,
,
, and
in a distribution band at
. This guideline offers clear design guidance for allocating exchange area in heat recovery and microgeneration, maximizing power, high η, and exergetic utilization with contained entropic penalty.
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