truss roof
The model can be downloaded. truss-roof.zip
Model
Node
A 2D truss model is developed. To define nodes, use the node command. As this is a 2D model, each node is defined by two coordinates, thus the command looks like this: node <tag> <x> <y>.
# file: node
node 1 15 0
node 2 15 7
node 3 20 7.5
node 4 25 0
node 5 30 0
node 6 35 0
node 7 35 4
node 8 30 6
node 9 25 7
node 10 10 0
node 11 5 0
node 12 5 4
node 13 10 6
node 14 0 0
node 15 20 0
node 16 40 0Here we define 16 nodes. The truss roof has a span of 40 and an apex height of 7.5.
Element
To model truss elements, we use the T2D2 element. (Yes! The same designation as in ABAQUS!)
Here the first five elements are shown. The cross sectional area can be directly specified with T2D2. Alternatively, the truss section can be built up manually using basic shapes, see the T2D2S element for details.
You may have noticed that the material model used is not defined. Do not worry, for model definitions, the order is not important, see Structure for explanation.
Load and BC
Definitions of nodes and elements are stored in files node and element. We load it first using file command.
For material, we simply define an elastic Elastic1D material with a Young's modulus of .
The left-most node 14 is fixed, while the right-most node 16 is roller supported. This means for node 14, both x and y displacements are fixed, while for node 16, only y displacement is fixed. One can use either fix (penalty method) or fix2 (multiplier method) to apply homogeneous boundary conditions. Both shall lead to the same result.
For load, we apply a vertical displacement load on top of the apex.
The second parameter 0 is a placeholder for amplitude, a 0 means a default Ramp is used.
Analysis
A simple static step is required to analyse the model.
Probe Result
It is possible to probe the simple results of the analysis, for example, one can check the displacement and resistance of node 3 by using the peek command. To record various results, one may want to use recorder command.
The following printout shall be expected.
Bye
Do not forget to quit.
Results
The deformation is shown.

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