Model that computes the temperature propagation of
a fluid flow through a pipe, idealized as a plug flow.
Main equation
The transport delay is computed using the one-dimensional wave equation
without source or sink terms,
∂z(x,t)/∂t + v(t) ∂z(x,t)/∂x = 0,
where z(x,t) is the spatial distribution as a function of time of any
property z of the fluid.
For the temperature propagation, z will be replaced by T.
Assumptions
This model is based on the following assumptions:
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Axial diffusion in water is assumed to be negligibe.
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The water temperature is assumed uniform in a cross section.
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October 20, 2017, by Michael Wetter:
Deleted various parameters and variables that were not used.
Revised documentation to follow the guidelines.
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May 19, 2016 by Marcus Fuchs:
Remove condition on show_V_flow
for calculation of
V_flow
to conform with pedantic checking.
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October 10, 2015 by Marcus Fuchs:
Copy Icon from KUL implementation and rename model.
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June 23, 2015 by Marcus Fuchs:
First implementation.
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