Project: HiCAD Steel Engineering
Civil Engineering functions docking window > Steel Engineering >Stairs + Railings > Railing > Railing Configurator (Railings along beams)
A frequent case in practice is the placing of railings onto multi-storey staircases with equidistant posts. All posts are to be located below one another (with regard to the storey), and parallel to one another (with regard to the staircase sections), respectively. Here, the post configuration in the Railing Configuration) dialogue window will play an important role.
This will be illustrated by means of the following example of a multi-storey staircase.
A railing is to be mounted to this staircase as shown below:
Important:
During configuration of the staircase you already need to have a rough idea of what the railing will look like. If the posts of the railing are to be located perpendicular below one another, the transitions (inflexion points) of the walking lines of the staircase must be located one above another.
For this example, the settings on the Post distribution tab of the Railing Configurator dialogue window playa crucial role. For the easiest handling you should not work with maximum post distances, but use the other options instead. Furthermore, the distribution of posts should not take place by segments, but across the entire area. The Dimensions 4 and 5 (Corner distance and Transition distance) will therefore not be evaluated in this example.
Evenly, with number of posts
Here, the calculation length will be divided by the number of posts, with regard to the axis. The value in the Distance field as well as the Transition distance (Dimension 5) will not be considered.
Fixed distance, with rest / Position of patches
If you select this option, you need to check whether the remaining rests (patches) are to be located at the start, at the end or on both sides. It is therefore recommended to use "virtual" vertical auxiliary lines during the construction process. For if the railing posts are to be located below one another after completion of the construction, this can be achieved easiest with this option. This means that the specified dimensions will only be used for the active flight of stairs (walking line). In the sketch you can see that the flight of stairs 1 places Dimension 6 at the bottom right (at the start), and Dimension 7 at the left. When you activate the flight of stairs 2, Dimension 6 will be located on the left, and Dimension 7 on the right. This should be taken into account to ensure that the correct distances will be entered. Dimension 5 will not be considered.
When selecting the beams, please note that HiCAD interprets the first selected beam as the start, which the later partitioning of the railing will be based on (fixed distance with rest at the start or end). In practice, engineers mostly use an upstairs walking direction as an orientation.
The present example consists of 3 staircase sections (Flight1 to 3). For each flight, the railing will be created separately for the right and for the left stair stringer. This means that railing creation in this example will consist of 6 steps.
The railing creation begins on the left stringer of the 2nd staircase, which is the staircase with the shortest flight. The post distances of the corresponding railing are to be used for all other railings. After creation of the first railing, all other railings can be derived very easily from its data.
All other railings can now be easily derived from the railing created in Step 1.
The post distances of the railing is to be the same as the one for the railing created in Step 1, i.e. a fixed post distance must be selected. Click the symbol to open the Configure post distances dialogue window. There, select the Fixed distance, with rest option. To apply the post distances of the first railing, right-click the Distance field, select Pick distance, and then select the Distance between 2 edges
option in the menu. Then, identify two neighbouring posts of the first railing in the drawing (1202,5).
Railing Configurator - Railing Along Edges • Steel Engineering Functions
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