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You can create a table to show how values change at different locations, provided that the locations have been defined. In this section you will create three planes along the mixing region and measure the temperatures on those planes. You will then create a table and define functions that show temperature minimums and maximums, and the differences between those values.
| Tab | Field | Value |
| Geometry | Domains | fluid |
| Definition / Method | ZX Plane | |
| Definition / Y | -6.04 | |
| Color | Mode | Variable |
| Variable | Temperature | |
| Range | Local | |
| Render | Lighting | (clear) |
In the Duplicate dialog box, accept the default name Table Plane 2 and click OK.
In the Outline view, double-click on Table Plane 2 and change Definition / Y to -0.55. Click Apply.
Now, create a table:
| A | B | C | D | |
| 1 | Distance to Outlet | Min. Temperature | Max. Temperature | Difference |
=8[in]-minVal(Y)@Table Plane 1 |
When you click away from cell A2, the equation is solved as 1.404e+01 [in].
| A | B | C | D | |
| 1 | Distance to Outlet | Min. Temperature | Max. Temperature | Difference |
| 2 | =8[in]-minVal(Y)@Table Plane 1 | =minVal(T)@Table Plane 1 | =maxVal(T)@Table Plane 1 | =maxVal(T)@Table Plane 1- minVal(T)@Table Plane 1 |
| 3 | =8[in]-minVal(Y)@Table Plane 2 | =minVal(T)@Table Plane 2 | =maxVal(T)@Table Plane 2 | =maxVal(T)@Table Plane 2- minVal(T)@Table Plane 2 |
| 4 | =8[in]-minVal(Y)@Table Plane 3 | =minVal(T)@Table Plane 3 | =maxVal(T)@Table Plane 3 | =maxVal(T)@Table Plane 3- minVal(T)@Table Plane 3 |
| 5 | =8[in]-minVal(Y)@Table Plane 4 | =minVal(T)@Table Plane 4 | =maxVal(T)@Table Plane 4 | =maxVal(T)@Table Plane 4- minVal(T)@Table Plane 4 |
| 6 | =8[in]-minVal(Y)@
pressure outlet 7 |
=minVal(T)@
pressure outlet 7 |
=maxVal(T)@
pressure outlet 7 |
=maxVal(T)@
pressure outlet 7- minVal(T)@ pressure outlet 7 |
As you complete the table, notice that the minimum temperature values stay constant, but the maximum values decrease as mixing occurs.