This paper proposes a new concept for the simulation of transient heat transfer processes in a batch
evaporator. It has been shown that the batch evaporation can offer advantages in terms of overall efficiency
in power cycles. The main challenge with the simulation of a closed, isochoric evaporation is the combination
of the dynamic pool boiling on the cold side, the transient heat conduction in the wall and the 1-D forced flow
on the hot side of the evaporator. The pool boiling causes a gradually rising pressure and boiling
temperature as well as a shifting liquid level. As the heat transfer coefficients change with a high gradient
around the moving liquid level, the entire wall of the plate heat exchanger has to be discretized in fine steps.
By combining a build-in MATLAB solver with a finite differencing method, a dynamic step-size can be
accomplished for the discretization in space. Thereby, only a narrow zone of refined steps moves along with
the liquid. With this approach, the number of cells of a reference case can be remarkably reduced compared
to commonly used models.
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This paper proposes a new concept for the simulation of transient heat transfer processes in a batch
evaporator. It has been shown that the batch evaporation can offer advantages in terms of overall efficiency
in power cycles. The main challenge with the simulation of a closed, isochoric evaporation is the combination
of the dynamic pool boiling on the cold side, the transient heat conduction in the wall and the 1-D forced flow
on the hot side of the evaporator. The pool boiling causes a gra...
»