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Documentation

How to Add Topology or Terrain to a Pedestrian Wind Comfort Analysis?

Terrain

It is common that buildings are present at different heights as they are built on hilly and uneven terrain. If this is true (the buildings do not sit on a perfect 2D plane normal to the Z-axis) then the geometry needs to have the terrain added, this can be done in many ways, either by creating it from map contours, or importing the terrain from an online source (such as CADMAPPER). 

Wind flow patterns on a block of buildings on uneven ground with and without terrain included
Wind flow patterns on a block of buildings on uneven ground with and without terrain included.

The above illustrations show why the topology needs to be added (to avoid air flowing under the buildings between them and the wind tunnel floor) and how it should be added. The topology should include the entire base of the building to ensure that there are no caps or thin regions that may skew results.

It is recommended that you thoroughly check to ensure the buildings are not hovering or leaving small gaps between the buildings and the terrain. This is particularly important in the region of interest, as this will lead to high velocities traveling under the buildings, making pedestrian regions appear more uncomfortable than they are, indicating that mitigation is needed when actually it is not. 

Terrain Extension

It is common that a region of interest is affected significantly by the terrain either inside the region of interest or outside. In this scenario, you may choose to include a terrain (see previous section). By including terrain, you do however bring in an additional question, and that is how the terrain sits in your virtual wind tunnel. Below are a few options, and there are advantages and disadvantages to each.

By having a wind tunnel larger than the provided terrain we expect some amount of fluid to travel ‘under’ the terrain. This will do a few things, velocities above the terrain tend to be higher, as the reference point for the wind profile will start at the ground level at the inlet, which is below the actual terrain level. Additionally, the domain will have more cells that are refined and will take longer to compute. Furthermore, if any caps in the terrain are present, you risk a large amount of flow going above the terrain from below. Generally speaking, this is considered the worst method of dealing with topology.

Schematic flow behavior for a building block with elevated terrain and no ground extension
Schematic flow behavior for a building block with elevated terrain and no ground extension

The ground extension involves moving the boundaries from the edge of the topology to beyond the extent of the simulated domain. The advantage here is similar to the turntable option, fluid is not expected to flow under or out of the topology providing the fluid domain intersect the geometry for every direction in both cartesian terms, but also in compass terms.

In situations where the boundaries of the initial terrain surface are not ending at the same height for each direction, it is best practice to extend the ground radially to a common reference height, but this is not necessary.

A question here arises, how do we know when the terrain is extended far enough? The answer is that within the SimScale platform, you can simply upload the geometry as it is and place the ROI, and visualize the extent of the simulated region, by activating the “Flow Domain (North)” in the scene tree at the right side of the viewer region.

The pink cube is the visualization of the virtual wind tunnel for the example of the northerly wind direction. The green cylinder around it highlights the minimum extent of the terrain.

Visualization of the extent of the virtual wind tunnel for the north wind and the minimum terrain size for a sample city model
Visualization of the extent of the virtual wind tunnel for the north wind and the minimum terrain size for a sample city model

The above image shows how the domain is extended past the green circle (mostly), this finishes off a well-defined geometry for simulation purposes.

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