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Cross sections toolbar

Cross sections toolbar
 
A cross section defines the geometry of the beam in a plane perpendicular to the beam axial direction. Cross sections refer to a unique cross section commonly known in civil engineering.
 
Each beam element will have associated two cross sections that will correspond to both ends.
 
CivilFEM cross sections are created differently depending on the material of the transverse section. And furthermore, in the mesh process, the beam element formulation will be automatically chosen by the program according to the section of material:
 
Cross Section Type – Beam Theory
Concrete cross section
Timoshenko’s theory. Based on first order shear deformation theory, cross sections remain plane and undistorted after deformation.
Steel cross section
Bernoulli-Euler theory. Shear deformations are neglected, and plane sections remain plane and normal to the longitudinal axis
 
For further information about the general properties in the  different sections, click on the link.
 
Similarly, relative aspects about the axis orientation in a beam section, will be specified in its corresponding chapter.
 
1

Steel from library button

1. Steel from library button
Create a steel cross section from library
 
 
CivilFEM hot rolled shapes are most commonly utilized in commercial building fabrication and construction and heavy industrial manufacturing. The steel shapes library includes a broad range of sizes & grades such to match any worldwide project's exact specifications.
 
"Steel from library" option allows the user to choose among different shapes from the catalog.
 
Type of shapes available:
 
  • C shape (channel)
  • L shape
  • I shape (double T)
  • T shape
  • Pipe
  • Box
     
    The Code Standard option allows the user to select different sections depending on the active code. In this catalog a big amount of shaped sections are included.
     
    In regards to the property bar, some aspects should be noticed:
     
    Both a IPE 80 and a Fe360 steel will be selected as an example.
     
     
Two options exist when considering the checking/design mechanical properties. The first option, “Mechanical properties from library/ by user” (1) automatically selects the code properties for that particular section. The user can modify the parameters to adapt the section to suits the user’s needs.
 
With the other option, “Mechanical properties autocalculated by plates” (2), CivilFEM calculates the mechanical properties as if the section was designed using plates. The plate section                approximation can be seen clicking Show.
 
Solving a model taking into account the mechanical properties of a section instead of the tessellation, is equivalent to solving the model with a generic section.
 
2

Steel by plates button

2. Steel by plates button
Create a steel cross section defining each plate
 
In order to design a steel cross section in this way, a material needs to be created to assign it in the property bar.
 
The plate structure describes the section as a group of independent plates (webs or flanges) in order to check elements with Eurocode No.3. Section is defined by the user by plates. For each plate, the following data is defined:
 
  • Plate thickness.
  • Y coordinate of end point 1.
  • Z coordinate of end point 1.
  • Y coordinate of end point 2.
  • Z coordinate of end point 2.
 
Point coordinates according to YZ section coordinate system.
 
Once previous step is done, the following property bar is shown.
 
 
Solving a model taking into account the mechanical properties of a section instead of the tessellation, is equivalent to solving the model with a generic section.
 
An example will be illustrated below in order to see how to use "Add" option.
 
 
Add button must be clicked if a new plate is required.
 
If the user wants to delete any plate, the Remove option is available for this action.
 
 
Plates must be defined by connecting the end point 2 of previous plate to the end point 1 of next plate. The starting plate can be selected anytime.
 
"Steel by plates" tool is really useful if the user needs to design a complex profile.
 
3

Steel by dimensions button

3. Steel by dimensions button
Create a steel cross section by dimensions
 
 
Once the properties required for the steel section are applied, the section is entirely defined. The property bar gives the following information:
 
Solving a model taking into account the mechanical properties of a section instead of the tessellation, is equivalent to solving the model with a generic section.
 
The dimensions for different steel shapes are shown below:
 
 
 
a: height.
b: width.
c: web thickness.
d: thickness of horizontal flange.
e: thickness of vertical web.
f: flange thickness.
g: outer diameter.
h: wall thickness.
 
 
 
4

Concrete button

4. Concrete button
Create a concrete cross section
 
The dimensions for different concrete shapes are shown below:
 
 
a: height.
b: width.
c: outer diameter.
d: web thickness.
e: top flange length.
f: top flange thickness.
g: bottom flange length.
h: bottom flange thickness.
i: thickness of vertical web.
j: thickness of vertical web.
k: wall thickness.
 
This is the whole group of concrete sections available to perform a beam structural element. For further information about the captured concrete section and the concrete section defined by points, click on Generic concrete sections.
 
Once the properties required for the concrete section are applied, the section is entirely defined. The property bar gives the following information:
 
 
Solving a model taking into account the mechanical properties of a section instead of the tessellation, is equivalent to solving the model with a generic section.
 
In regards to the mechanical properties type, four types are available: gross, net, homogenized and defined by user.
 
  • Gross: this option uses the whole concrete section for the calculations, including the reinforced area.
  • Net: in this case, only the concrete section is accounted for. That is, the reinforced area is left out.
  • Homogenized: the reinforced area transformed in order to make the section homogeneous, that is, the whole section is changed so it shares the same Elastic module. The reinforcement area changes while the concrete area remains the same.
  • User Defined: mechanical properties may be designed by user.
 
REINFORCEMENTS
 
CivilFEM allows the definition of reinforcement for a concrete beam section, once required section has been defined.
 
This information will be complemented in the corresponding Reinforcements annex.
 
Both a concrete material and a reinforcement material are  necessary to define a reinforced concrete section. This reinforcement material will be used to reinforce the whole section, both longitudinally and transversally.
 
In the picture below all available reinforcement types are shown.
 
 
Reinforcement for beams can be defined for: bending + axial, shear and torsion loads. The mechanical cover (mc) is defined by the user, and will affect the rebar location.
 
Bending + Axial reinforcement
 
 
The reinforcement class defines if reinforcement is fixed or scalable. The user may design a beam with an insufficient reinforcement amount. CivilFEM will provide the needed reinforcement for those reinforcements in which the "Scalable" option is activated after performing a design by code. On the other hand, if "Fixed" option is activated, will not be modified. This tool will be very useful for "Design beam" tool.
 
Point 1 and Point 2 make reference to both ends of the same reinforcement line.
 
Geometry properties bar option defines if reinforcement must be set as a straight segment or as a circumference.
 
The bottom part of this chart will be detailed below:
 
The reinforcement definition may be done by amount, number of bars or by separation.
 
 
By amount                                                                 By number of bars                                                       By separation
 
                                                     
 
Distribution defines the reinforcement location inside the section (formulation and pictures in "Reinforcement" chapter.
 
  • Bars at both ends: includes bars at both ends of the face.
  • Includes a bar at end 1 only.
  • Include bar only at end 2.
  • Do not include bars at both ends. This value should be used for circular sections to avoid bars overlap at both ends.
  • Include bars at both ends with a distance equal to the mechanical cover (Mc).
 
CivilFEM provides the proper number of reinforcement amount depending on the section type the user wants to create. However, if another reinforcement group needs to be added, it can be easily done within the "Add" option inside the contextual menu.
 
 
The user can make use of the "Show" option to visualize the reinforcement status.
 
Shear reinforcement
 
Only one group of shear reinforcements may be defined for each cross section.
 
                                 
 
 
Angle with respect the longitudinal axis (90º by default):
 
 
Torsion reinforcement
 
Only one group of torsion reinforcements may be defined for each section. Torsion reinforcement has two components:
 
  • Longitudinal: independent of bending reinforcement.
     
                       
     
     
  • Transversal: Independent of shear reinforcement.
 
                                           
 
5

Cable button

5. Cable button
Create a cross section for a cable
 
 
A cable section is available not only for steel material but also for reinforced and prestressed steel.
 
"Outer diameter" is refers to the cable thickness.
 
6

Generic button

6. Generic button
Create a generic cross section
 
"Generic section" tool is useful in case of needing a section not included among the ones that CivilFEM offers.
 
Parameters:
 
  • Area: area of generic section.
  • Iyy: inertia about element Y axis.
  • Izz: inertia about element Z axis.
  • J: torsion constant.
 
The torsional stiffness K is calculated as:
 
If J is not 0.
 
 
In the case J=0, the torsional stiffness K is calculated using
 
 
 
 
7

Steel-Concrete composite section button

7. Steel-Concrete composite section button
Merge two sections (steel and concrete) into one section. Mesh elements are duplicated when the beam is meshed in order to take into account the activation time of each part. Also an offset is set to each concrete and steel element to apply forces into the center of gravity of composite section
8

Drop down

8. Drop down
Define the activated cross section.