This is a partial model of a chiller whose coefficient of performance (COP) changes with temperatures in the same way as the Carnot efficiency changes. This base class is used for the Carnot chiller and Carnot heat pump that uses the leaving fluid temperature as the control signal.
min
attribute to parameter P_nominal
.
staA1
, staB1
, staA2
and staB2
as the
efficiency of the Carnot machine should only be computed in the design flow direction,
as corrected by Damien Picard.
staB1
and staB2
which mistakenly used the inStream
operator
for the configuration without flow reversal.
This is for
issue 476.
dTEva_nominal
to be consistent with
other models.
The model will still work with the old values for dTEva_nominal
,
but it will write a warning so that users can transition their models.
assert
statement for the efficiency curve.
This is for
issue 468.
prescribedHeatFlowRate=true
for vol2
.
sta_a1
,
sta_a2
, sta_b1
and sta_b2
.
P
as an output signal.