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    9-66 Chapter 9 Check by EHE a Prestressed Slab Bridge

    17. Define combination rules

    CivilFEM provides, by the combinations module, the possibility of operating witha results sets and combine them in such a way that a given targets areachieved. Therefore, the results combination is based on the search of thecombination among certain data set that, following certain rules, fulfills the giventargets in each node of the structure.

    In our case we will define these combination rules using the start states createdbefore:

    Combination RuleStart

    StatesType

    N

    StartStates

    Cf1 Cf2

    Total with InitialPrestressing

    1002

    CMB1001,LS20, 22,23, 24, 25

    SELECTVC 6

    1.10

    1.10

    1.35

    1.35

    1.5

    1.35

    0.90

    0.90

    1.00

    1.00

    0.00

    1.00

    Total with FinalPrestressing

    1003

    CMB1001,LS21,22,23, 24, 25

    SELECTVC 6

    1.10

    1.10

    1.35

    1.35

    1.5

    1.35

    0.90

    0.90

    1.00

    1.00

    0.00

    1.00

    Total with Initial or FinalPrestressing

    1004

    CMB1002,1003

    OPTION 2 1 1

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    Chapter 9 Check by EHE a Prestressed Slab Bridge 9-67

    Main Menu: Civil Postprocessor Combine Results Combination

    The combinations explorer window opens:

    Pick on Combinations

    Enter title Total with initial prestressing

    Enter combination number 1002

    Choose type SELECTVC

    Enter 6 as number of start states

    Enter 6 as NADD

    Click on Create

    Combination 1002 is created, if we select the combination from the tree (it still doesnot have its start states defined):

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    9-68 Chapter 9 Check by EHE a Prestressed Slab Bridge

    So, now we select in the start states list, the ones desired to be included in thecombination (more than one can be selected maintaining the control key [CTRL]pressed).

    Select combination 1002

    Select from List of Possible Start States: Combination 1001: Vehicle Load

    Press the contextual button in toolbar

    to define a new start state (user can drag with the mouse the selected startstates selected from the list, and drop them on the combination)

    Start state 1 is defined, now we must define the rest:

    Select combination 1002 again

    Select from List of Possible Start States( hold control key [CTRL] )

    Load Step 20 Initial Prestressing

    Load Step 22 Self Weight

    Load Step 23 Dead Load

    Load Step 24 Surface Load

    Load Step 25 Thermal Gradient

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    Chapter 9 Check by EHE a Prestressed Slab Bridge 9-69

    Press the contextual button in toolbar

    to define a new start state

    The default coefficients that these start states will have in the combination must alsobe defined:

    Select Combination 1001: Vehicle Load

    Enter 1.10 as coefficient 1

    Enter 0.90 as coefficient 2

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    9-70 Chapter 9 Check by EHE a Prestressed Slab Bridge

    Select Load Step 20: Initial Prestressing

    Enter 1.10 as coefficient 1

    Enter 0.90 as coefficient 2

    Select Load Step 22: Self Weight

    Enter 1.35 as coefficient 1

    Enter 1.00 as coefficient 2

    We will complete defining all coefficients by following this table:

    Combination 1002 Total with Initial Prestressing

    Start State Coefficient 1 Coefficient 2

    CMB 1001 Vehicle Load 1.10 0.90

    LS 20 Initial Prestressing 1.10 0.90

    LS 22 Self Weight 1.35 1.00

    LS 23 Dead Load 1.35 1.00

    LS 24 Surface Load 1.50 0.00

    LS 25 Thermal Gradient 1.35 1.00

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    Chapter 9 Check by EHE a Prestressed Slab Bridge 9-71

    Now we define a new combination:

    Pick on Combinations

    Enter title Total with final prestressingEnter combination number 1003

    Choose type SELECTVC

    Enter 6 as number of start states

    Enter 6 as NADD

    Click on Create

    We follow the same procedure (as we did with combination rule 1002) to defineall start states and coefficients repeating the same steps with this data:

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    9-72 Chapter 9 Check by EHE a Prestressed Slab Bridge

    Combination 1003 Total with Final Prestressing

    Start State Coefficient 1 Coefficient 2

    CMB 1001 Vehicle Load 1.10 0.90

    LS 21 Final Prestressing 1.10 0.90LS 22 Self Weight 1.35 1.00

    LS 23 Dead Load 1.35 1.00

    LS 24 Surface Load 1.50 0.00

    LS 25 Thermal Gradient 1.35 1.00

    The final combination will be a combination of 1002 and 1003:

    Pick on Combinations

    Enter title Totalwith initial or final prestressing

    Enter combination number 1004

    Choose type OPTION

    Enter 2 as number of start states

    Click on Create

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    Chapter 9 Check by EHE a Prestressed Slab Bridge 9-73

    Select combination 1004

    Select from List of Possible Start States( hold control key [CTRL] ):

    Combination 1002 and Combination 1003

    Press the contextual button in toolbar

    to define the 2 start states.

    You can drag with the mouse the selected start states selected from the list, anddrop them on the combination tree instead of clicking the button.

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    9-74 Chapter 9 Check by EHE a Prestressed Slab Bridge

    18. Carry out combinations

    Prior to completing the combinations CivilFEM shows a window with the globalstatus in order to review all data before carrying out the combinations.

    Main Menu: Civil Postprocessor Combine Results Do combinations...

    Review the information in the list window

    OK to start the combination process

    Before plotting results we define the viewing direction for the display:

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    9-76 Chapter 9 Check by EHE a Prestressed Slab Bridge

    Main Menu:CivilFEM Civil Postprocess Combine ResultsREADRESULTS: By description...

    Enter 1004 to read result of combination rule 1004

    Select the target MZ MAX

    Ok Ok

    We change title:

    Utility Menu: File Change Title

    Enter Maximum Bending Moment MZ (All loads)

    Ok

    In the following step we plot the maximum bending moment MZ in each point ofthe bridge:

    Main Menu: Civil Postprocessor Beam Utilities Graph results Forces& Moments

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    Chapter 9 Check by EHE a Prestressed Slab Bridge 9-77

    Choose Bending Mom Z

    Ok

    Maximum Bending Moment MZ (all loads)

    MIN =-911003ELEM=43MAX =.102E+08ELEM=29

    XY

    Z -911003324691.156E+07.280E+07.403E+07.527E+07.650E+07.774E+07.897E+07.102E+08

    Now we point to target 2: minimum bending moment MZ:

    Main Menu:CivilFEM Civil Postprocess Combine ResultsREADRESULTS: By description...

    Enter 1004 to read result of combination rule 1004

    Select the target MZ MIN

    Ok

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    9-78 Chapter 9 Check by EHE a Prestressed Slab Bridge

    We change title:

    Utility Menu: File Change Title

    Enter Minimum Bending Moment MZ (all loads)

    Ok

    In the following step we plot the minimum bending moment MZ in each point of thebridge:

    Main Menu: Civil Postprocessor Beam Utilities Graph results Forces& Moments

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    Chapter 9 Check by EHE a Prestressed Slab Bridge 9-79

    Choose Bending Mom Z

    Ok

    MIN =-.116E+08ELEM=43MAX =923454ELEM=37

    XY

    Z

    -.116E+08-.102E+08-.882E+07-.743E+07-.604E+07-.465E+07-.325E+07-.186E+07-469097923454Minimum Bending Moment MZ (all loads)

    20. Calculation of the load distribution to obtain the minimum deflection at anode (all loads)

    We can know which are the coefficients that multiply the Start States of a combinationand which of them can be used to achieve a Target at a determined node of thestructure. The~CMBINQcommand shows a list with the coefficients applied over

    each one of the Start States that forms the combination rule.We change title:

    Utility Menu: File Change Title

    Type Maximum negative displacement and load location (all loads)

    Ok Ok

    Main Menu:CivilFEM Civil Postprocessor Combine Results INQUIRE:Nodal Results

    Enter 1004 to select combination rule 1004 (all loads)

    Enter node 15

    Select group DISPL

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    9-80 Chapter 9 Check by EHE a Prestressed Slab Bridge

    Select item and component UZ

    Pick Minimum

    Pick Recursively

    Pick Target ValueSelect Yes Update

    Ok

    In the following window we can read a list of starting states that satisfy the definedtarget:

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    Chapter 9 Check by EHE a Prestressed Slab Bridge 9-81

    To obtain the deflections distribution for the start states combination that satisfythe requested targets we must proceed as follows:

    Main Menu: General Postproc Plot Results -Contour Plot-Nodal Solu

    Select DOF solution

    Select Z-Component of displacement

    OK

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    9-82 Chapter 9 Check by EHE a Prestressed Slab Bridge

    MN

    MX

    XY

    Z

    -889507-167588

    554331.128E+07

    .200E+07-.439E-03

    -.200E-03.399E-04

    .280E-03.639E-03

    DMX =.004141

    SMN =-.439E-03

    SMX =.639E-03

    Maximum Negative Displacement and load distribution(all loads)

    21. Calculation of the load distribution to obtain the minimum deflection at anode (vehicle only)

    Utility Menu: File Change Title

    Enter Maximum negative displacement and load location (vehicle only)

    Ok

    Main Menu:CivilFEM Civil Postprocessor Combine Results INQUIRE:

    Nodal Results

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    Chapter 9 Check by EHE a Prestressed Slab Bridge 9-83

    Enter 1001 to select combination rule 1001 (vehicle only)

    Enter node 15

    Select group DISPL

    Select item and component UZ

    Pick Minimum

    Pick Recursively

    Pick Target Value

    Select Yes Update

    Ok

    In the following window we can read a list of starting states that satisfy the definedtarget :

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    9-84 Chapter 9 Check by EHE a Prestressed Slab Bridge

    To obtain the deflections distribution for the start states combination that satisfythe requested targets we must proceed as follows:

    Main Menu: General Postproc Plot Results -Contour Plot-Nodal Solu

    Select DOF solution

    Select Z-Component of displacement

    OK Ok

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    Chapter 9 Check by EHE a Prestressed Slab Bridge 9-85

    MN

    MX

    XY

    Z

    -.783E-03-.596E-03

    -.409E-03-.221E-03

    -.341E-04.153E-03

    .340E-03.528E-03

    .715E-03.902E-03

    NODAL SOLUTION

    DMX =.902E-03

    SMN = -.783E-03

    SMX =. 902E-03

    Maximum Negative Displacement and Load Distribution (vehicle only)

    22. Check by code

    TARGET 1: MAX MZ

    We first read the results of combination rule 1004, target 1 (maximum MZ)

    Main Menu:CivilFEM Civil Postprocess Combine ResultsREADRESULTS: By description...

    Enter 1004 to read results of combination rule 1004

    Select the target MZ MAX

    Ok Ok

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    Chapter 9 Check by EHE a Prestressed Slab Bridge 9-87

    Results will be stored in Alternative 2

    TARGET 2: MIN MZ

    Now we point to target 2: minimum bending moment MZ

    Main Menu:CivilFEM Civil Postprocess Combine ResultsREADRESULTS: By description...

    Enter 1004 to read results of combination rule 1004

    Select the target MZ MIN

    Ok

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    9-88 Chapter 9 Check by EHE a Prestressed Slab Bridge

    3) Cracking checking

    Main Menu:CivilFEM Civil Postprocessor Prestress Concrete Post

    EHE Check by Code Beams & SolidPrestress Crack

    Enter maximum crack width 0.0003 m

    Ok

    Results will be stored in Alternative 3

    4) Axial force + bending checking

    Main Menu:CivilFEM Civil Postprocessor Prestress Concrete Post EHE

    Check by Code Beams & Solid2D Axial + Bend

    Ok to check model

    Results will be stored in Alternative 4

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    Chapter 9 Check by EHE a Prestressed Slab Bridge 9-89

    23. Plot Results: Axial+Bending checking for target 1 (Maximum MZ)

    User must select the alternative of results calculated before:

    Main Menu: CivilFEM Civil Postprocess Read Results By Num. Alt.

    Enter alternative number 2Ok Ok

    To plots crack checking results in prestressed concrete beams:

    Main Menu:CivilFEM Civil Postprocessor Prestress Concrete Post Code

    CheckingEHE Beam Results Plot Results

    Select Axial + bending

    Ok Select CRT_TOT

    Ok

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    9-90 Chapter 9 Check by EHE a Prestressed Slab Bridge

    .018621.10636

    .194099.281839

    .369578.457317

    .545056.632795

    .720534.808273

    Axial + Bending Checking EHE Criterion

    The represented result of checking is a criterion that indicates the proximity ordistance to the limits established by the code. An equal to one criterion indicatesthat the forces and moments are equal to the limits specified by the code. A criteriongreater than one indicates that the code is not being fulfilled and a criterion smallerthan one indicates that the code requirements are satisfied.

    24. Plot Results: Axial+Bending checking for target 2 (Minimum MZ)

    User must select the alternative of results calculated before:

    Main Menu: CivilFEM Civil Postprocess Read Results By Num. Alt.

    Enter alternative number 4

    Ok Ok

    To plots crack checking results in prestressed concrete beams:

    Main Menu:CivilFEM Civil Postprocessor Prestress Concrete Post Code

    CheckingEHE Beam Results Plot Results

    Select Axial + bending

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    Chapter 9 Check by EHE a Prestressed Slab Bridge 9-91

    Select CRT_TOT

    Ok

    .479E-10.080552

    .161103.241655

    .322207.402758

    .48331.563862

    .644413.724965

    Axial + Bending Moment EHE Checking

    The represented result of checking is a criterion that indicates the proximity or

    distance to the limits established by the code. An equal to one criterion indicatesthat the forces and moments are equal to the limits specified by the code. A criteriongreater than one indicates that the code is not being fulfilled and a criterion smallerthan one indicates that the code requirements are satisfied.

    25. Plot Results: Crack checking for target 1 (Maximum MZ)

    User must select the alternative of results calculated before:

    Main Menu: CivilFEM Civil Postprocess Read Results By Num. Alt.

    Enter alternative number 11

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    Chapter 9 Check by EHE a Prestressed Slab Bridge 9-93

    0.751214

    1.5022.254

    3.0053.756

    4.5075.258

    6.016.761

    Crack Checking EHE Criterion

    In previous graph the EHE Criterion for crack checking is plotted. Elements witha criterion (CRT_TOT) greater than 1 do not satisfy the code provisions.

    This means that the reinforcement indicated in the statement would not be validin order to fulfil the established cracking criterium. In order to improve the resultsit is not necessary to increase the reinforcement area, because the bendingchecking was correct. The best solution, in this case, would be to decrease thebars spacing.

    26. Plot Results: Crack checking for target 2 (Minimum MZ)

    User must select the alternative of results calculated before:

    Main Menu: CivilFEM Civil Postprocess Read Results By Num. Alt.

    Enter alternative number 3

    Ok Ok

    To plots crack checking results in prestressed concrete beams:

    Main Menu:CivilFEM Civil Postprocessor Prestress Concrete Post Code

    CheckingEHE Beam Results Plot Results

    Select Crack Checking

    Ok Select CRT_TOT

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    Chapter 9 Check by EHE a Prestressed Slab Bridge 9-95

    To plot the 2D interaction diagram:

    Main Menu:CivilFEM Civil Postprocessor Prestress Concrete Post EHE

    Beam Results Prestress 2D Int Diag

    Select Beam as entity type

    Ok Ok

    Enter element number 15

    Ok Select Both to add reinforced concrete interaction diagram and Ok

    Ok

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    9-96 Chapter 9 Check by EHE a Prestressed Slab Bridge

    28. Exit the ANSYS program

    We save everything before exiting the ANSYS program.

    Utility Menu: File Exit

    Choose Save Everything

    Choose OK

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