This is a model of a stratified storage tank as shown in the figure below.

The tank uses several volumes to model the stratification. Heat conduction is modeled between the volumes through the fluid, and between the volumes and the ambient. The port heaPorVol may be used to connect a temperature sensor that measures the fluid temperature of an individual volume. It may also be used to add heat to individual volumes, for example if the tank contains an electrical resistance heater.

The tank has nSeg fluid volumes. The top volume has the index 1. Thus, to add a heating element to the bottom element, connect a heat input to heaPorVol[nSeg].

The heat ports outside the tank insulation can be used to specify an ambient temperature. Leave these ports unconnected to force adiabatic boundary conditions. Note, however, that all heat conduction elements through the tank wall (but not the top and bottom) are connected to the heat port heaPorSid. Thus, not connecting heaPorSid means an adiabatic boundary condition in the sense that heaPorSid.Q_flow = 0. This, however, still allows heat to flow through the tank walls, modeled by conWal, from one fluid volume to another one.

The model is identical to Buildings.Fluid.Storage.Stratified, except that it adds a correction that reduces the numerical dissipation.

The correction uses a third order upwind scheme to compute the outlet temperatures of the segments in the tank. This model is implemented in Buildings.Fluid.Storage.BaseClasses.ThirdOrderStratifier.

This model is identical to Buildings.Fluid.Storage.StratifiedEnhanced except that it adds a heat exchanger to the tank.

The modifications consist of adding a heat exchanger and fluid ports to connect to the heat exchanger. The modifications allow to run a fluid through the tank causing heat transfer to the stored fluid. A typical example is a storage tank in a solar hot water system.

The heat exchanger model assumes flow through the inside of a helical coil heat exchanger, and stagnant fluid on the outside. Parameters are used to describe the heat transfer on the inside of the heat exchanger at nominal conditions, and geometry of the outside of the heat exchanger. This information is used to compute an hA-value for each side of the coil. Convection calculations are then performed to identify heat transfer between the heat transfer fluid and the fluid in the tank.

The location of the heat exchanger can be parameterized as follows: The parameters hHex_a and hHex_b are the heights of the heat exchanger ports portHex_a and portHex_b, measured from the bottom of the tank. For example, to place the port portHex_b at the bottom of the tank, set hHexB_b=0. The parameters hHex_a and hHex_b are then used to provide a default value for the parameters segHex_a and segHex_b, which are the numbers of the tank segments to which the heat exchanger ports portHex_a and portHex_b are connected.

Optionally, this model computes a dynamic response of the heat exchanger. This can be configured using the parameters energyDynamicsHex and massDynamicsHex. For this computation, the fluid volume inside the heat exchanger and the heat capacity of the heat exchanger wall CHex are approximated. Both depend on the length lHex of the heat exchanger. The model provides default values for these parameters, as well as for the heat exchanger material which is assumed to be steel. These default values can be overwritten by the user. The default values for the heat exchanger geometry are computed assuming that there is a cylindrical heat exchanger made of steel whose diameter is half the diameter of the tank, e.g., r_Hex=r_Tan/2. Hence, the length of the heat exchanger is approximated as l_Hex = 2 r_Hex π h = 2 r_Tan/2 π h, where h is the distance between the heat exchanger inlet and outlet. The wall thickness is assumed to be 10% of the heat exchanger outer diameter. For typical applications, users do not need to change these values.

The heat exchanger is implemented in Buildings.Fluid.Storage.BaseClasses.IndirectTankHeatExchanger.