- CivilFEM Documentation
- CivilFEM Commands Reference
- A commands
- B commands
- ~BLCBDEL
- ~BLCBEND
- ~BLCBLD
- ~BLCBPA
- ~BLCBST
- ~BLF2CMB
- ~BLFDEL
- ~BLFDF
- ~BLFLST
- ~BLPL
- ~BLPLPL
- ~BLSA
- ~BLSB
- ~BLSEND
- ~BLSOLVE
- ~BLSST
- ~BLSTF
- ~BLVA
- ~BLVB
- ~BLVC
- ~BLVD
- ~BLVDEL
- ~BLVEND
- ~BLVGEN
- ~BLVLIB
- ~BLVLST
- ~BLVMDF
- ~BLVR
- ~BLVST
- ~BLWRITE
- ~BMSHDEL
- ~BMSHGEN
- ~BMSHLST
- ~BMSHOFF
- ~BMSHPRO
- ~BRAC
- ~BRADDEL
- ~BRADDPL
- ~BRANG
- ~BRBC
- ~BRCS
- ~BRCSOPT
- ~BRDEF
- ~BRDELEL
- ~BRDELPL
- ~BRGEN
- ~BRHL
- ~BRHLDEL
- ~BRHLMDF
- ~BRINIP
- ~BRIQR
- ~BRMVDL
- ~BRPD
- ~BRPLST
- ~BRSBOX
- ~BRSCN
- ~BRSDEL
- ~BRSDIV
- ~BRSGEN
- ~BRSKTCH
- ~BRSLST
- ~BRSMDF
- ~BRSSLAB
- ~BRSTOCS
- C commands
- ~CALSERC
- ~CBDMS
- ~CFABOUT
- ~CFACTIV
- ~CFCLEAR
- ~CFCONFG
- ~CFEXIT
- ~CFFILE2
- ~CFFL3D
- ~CFGET
- ~CFHBRD
- ~CFHBWR
- ~CFLSSLV
- ~CFLSWRT
- ~CFMP
- ~CFMPDEL
- ~CFMPGEN
- ~CFMPLIB
- ~CFMPLST
- ~CFRAPPN
- ~CFRESUM
- ~CFSAVE
- ~CFSET
- ~CFVGET
- ~CFVLEN
- ~CFVMASK
- ~CHKCON
- ~CHKPRS
- ~CHKSTL
- ~CLPRD
- ~CMB
- ~CMBCLR
- ~CMBDAT
- ~CMBDEF
- ~CMBDEL
- ~CMBINQ
- ~CMBLST
- ~CMBMOD
- ~CMBPRM
- ~CMBSTAT
- ~CODESEL
- ~COMBINE
- ~COST
- ~COSTLST
- ~CPDEF
- ~CPSTDEF
- ~CRLTCOM
- ~CRLTDEF
- ~CRLTDEL
- ~CRLTLST
- ~CRLTUSE
- ~CSDEL
- ~CSECDMS
- ~CSGEN
- ~CSIQR
- ~CSLIB
- ~CSLST
- ~CSMRG
- D commands
- E commands
- F commands
- G commands
- H commands
- I commands
- L commands
- M commands
- P commands
- ~P_SPEC
- ~PCCBDEL
- ~PCCBEND
- ~PCCBPA
- ~PCCBST
- ~PCCTMDF
- ~PCDEL
- ~PCEPDEL
- ~PCEPDEF
- ~PCEPGEN
- ~PCEPMDF
- ~PCLOSS
- ~PCPL
- ~PCPLPL
- ~PCPPDEL
- ~PCPPDEF
- ~PCPPGEN
- ~PCPPMDF
- ~PCTNDEL
- ~PCTNDEF
- ~PCTNGEN
- ~PCTNLST
- ~PCTNMDF
- ~PCTYPE
- ~PL2DINT
- ~PL2DPRS
- ~PLCSBS
- ~PLCSCON
- ~PLCSEC3
- ~PLCSSTR
- ~PLFILE
- ~PLHBMAT
- ~PLHCLPF
- ~PLLSCON
- ~PLLSFOR
- ~PLLSPRS
- ~PLLSSTL
- ~PLLSSTR
- ~PLSEEP
- ~PLSHCLP
- ~PLSHCON
- ~PLSHFOR
- ~PLSHPRS
- ~PLSHSTR
- ~PLTEND
- ~PR2DINT
- ~PR2DPRS
- ~PRCON
- ~PRFOR
- ~PRHCLPF
- ~PRPRS
- ~PRSHCLP
- ~PRSTL
- ~PRSTR
- ~PUSHDEF
- ~PUSHLST
- ~PUSHMOD
- ~PUSHSLV
- R commands
- S commands
- ~SBBMDEF
- ~SBCANNT
- ~SBCLEAR
- ~SBLST
- ~SBPAR
- ~/SBSHOW
- ~SBSMDEF
- ~SBSMMDF
- ~SD2SH
- ~SEC2DIN
- ~SEC2DOU
- ~SECMDF
- ~SEEPAGE
- ~SEEPMOD
- ~SHLDEL
- ~SHLGEN
- ~SHLIPSH
- ~SHLLST
- ~SHLMDF
- ~SHLRNF
- ~SHLSHR
- ~SHLSTL
- ~SLDDEL
- ~SLDLST
- ~SLDMDF
- ~SLDSEC
- ~SLPCIR
- ~SLPCIRK
- ~SLPIN
- ~SLPINK
- ~SLPLST
- ~SLPOPT
- ~SLPPOL
- ~SLPPWP
- ~SLPSOL
- ~SLPTAN
- ~SLPTANK
- ~SSECDMS
- ~SSECLIB
- ~SSECPLT
- ~STSTCFT
- ~STSTDEF
- T commands
- U commands
- V commands
- W commands
- 6.1 CivilFEM Combinations
- 6.2 Results Combination in ANSYS and in CivilFEM
- 6.3 Basic Terminology
- 6.4 Types of Combination Rules
- 6.5 Data Groups
- 6.6 Envelopes
- 6.7 Concomitance at Load and Model Level
- 6.8 Comment about Beam188 and Beam189 Elements
- 6.9 Start State Combinations with Prestressing Tendons
- 6.10 Calculation of All Possible Load Cases
- 6.11 Automatic Load Combinations for Standards
- 11–A.1 Introduction
- 11–A.2 Predesign of Rectangular Sections
- 11–A.3 3D Interaction Diagram
- 11–A.4 Axial Load and Biaxial Bending Checking
- 11–A.5 Axial Load and Biaxial Bending Design (Reinforcement Factor)
- 11–A.6 Axial Load and Biaxial Bending Design (Reinforcement Amount)
- 11–A.7 Calculation Codes
- 11–A.8 Previous Considerations to Shear and Torsion Calculation
- 11–A.9 Shear and Torsion according to Eurocode 2 (ENV 1992–1–1:1991)
- 11–A.10 Shear and Torsion according to Eurocode 2 (EN 1992–1–1:2004/AC:2008) and ITER Design Code
- 11–A.11 Shear and Torsion according to ACI 318–05
- 11–A.12 Shear and Torsion according to ACI 318–14
- 11–A.13 Shear and Torsion according to ACI 318–19
- 11–B.1 Introduction
- 11–B.2 Shear and Torsion according to EHE–98
- 11–B.3 Shear and Torsion according to EHE–08
- 11–B.4 Shear and Torsion according to BS8110
- 11–B.5 Shear and Torsion according to AS3600
- 11–B.6 Shear and Torsion according to GB50010–2002
- 11–B.7 Shear and Torsion according to GB50010–2010
- 11–B.8 Shear and Torsion according to NBR6118
- 11–B.9 Shear and Torsion according to AASHTO Standard Specifications for Highway Bridges
- 11–B.10 Shear and Torsion according to Code of Rules 52–101–03 and SP 63.13330.2012
- 11–B.11 Shear and Torsion according to IS 456
- 11–C.1 Introduction
- 11–C.2 Shear and Torsion according to ACI 349–01 y ACI 349–06
- 11–C.3 Shear and Torsion according to ACI 349–13
- 11–C.4 Cracking Analysis
- 11–C.5 Cracking Checking according Eurocode 2 (ENV 1992–1–1:1991)
- 11–C.6 Cracking Checking according Eurocode 2 (EN 1992–1–1:2004/AC:2008) and ITER Design Code
- 11–C.7 Cracking Checking according to ACI 318–05 and ACI 318–14
- 11–C.8 Cracking Checking according to EHE (EHE–98 and EHE–08)
- 13.1 General Concepts
- 13.2 Design for Bending Moment and Torsion – Wood–Armer Method
- 13.3 Design under Bending Moment and In Plane Loading – CEB–FIP Method
- 13.4 Design according to the Orthogonal Directions Method
- 13.5 Design according to the Most Unfavorable Direction Method
- 13.6 Check and Design for Out–of–Plane Shear Loadings according to Eurocode 2 (ENV 1992–1–1:1991)
- 13.7 Check and Design for Out–of–Plane Shear Loadings according to Eurocode 2 (EN 1992–1–1:2004/AC:2008) and ITER Design Code
- 13.8 Check and Design for Out–of–Plane Shear Loadings according to EHE–98
- 13.9 Check and Design for Out–of–Plane Shear Loadings according to EHE–08
- 13.10 Check and Design for Out–of–Plane Shear Loadings according to Code of Rules 52–101–03 and SP 63.13330.2012
- 13.11 Check and Design for Out–of–Plane Shear Loadings according to ACI 318–05
- 13.12 Check and Design for Out–of–Plane Shear Loadings according to ACI 318–14
- 13.13 Check and Design for Out–of–Plane Shear Loadings according to ACI 318–19
- 13.14 Check and Design for Out–of–Plane Shear Loadings according to ACI 349–01 and ACI 349–06 (Reinforced Concrete)
- 13.15 Check and Design for Out–of–Plane Shear Loadings according to ACI 349–13 (Reinforced Concrete)
- 13.16 Check and Design for In–plane Shear Loadings according to ACI 349–01and ACI 349–06
- 13.17 Check and Design for In–plane Shear Loadings according to ACI 349–13
- 13.18 Check and Design according to ACI 359–04 (Reinforced Concrete)
- 13.19 Check and Design according to ACI 359–04 (Prestressed Concrete)
- 13.20 Cracking Checking according Eurocode 2 (EN 1992–1–1:2004/AC:2008)
- 13.21 Cracking Checking according to ACI 318–05, ACI 318–14 and ACI 318–19
- 13.22 Cracking Checking according to Code of Rules 52–101–03 and SP 63.13330.2012
- 14.1 Introduction
- 14.2 Spectrum Calculation according to Eurocode 8 (ENV–1998–1–1:1994)
- 14.3 Spectrum Calculation according to Eurocode 8 (EN–1998–1:2004)
- 14.4 Spectrum Calculation according to NCSE–94
- 14.5 Spectrum Calculation according to NCSE–02
- 14.6 Spectrum Calculation according to GB50011
- 14.7 Spectrum Calculation according to GB50011–2010
- 14.8 Spectrum Calculation according to IT3274
- 14.9 Spectrum Calculation according to AASHTO LRFD Bridge Design Specifications
- 14.10 Spectrum Calculation according to EAK 2000
- 14.11 Spectrum Calculation according to CALTRANS Seismic Design Criteria
- 14.12 Spectrum Calculation according to the Uniform Building Code (1997)
- 14.13 Spectrum Calculation according to PS 92
- 14.14 Spectrum Calculation according to the Indian Standard 1893
- 14.15 Modal Analysis of the Structure
- 14.16 Modes Combination
- 14.17 Push Over Analysis
- 14.18 Seismic Safety Margin
- 17–A.1 Introduction
- 17–A.2 Definition of Layered Soils
- 17–A.3 Ballast Module
- 17–A.4 Retaining Walls 1 ½ D
- 17–A.5 Slope Stability
- 17–A.6 Mohr–Coulomb Plasticity Model
- 17–A.7 Cam–Clay Plasticity Model
- 17–A.8 Hoek and Brown's Failure Criteria
- 17–A.9 Seepage
- 17–A.10 Earth Pressures
- 17–A.11 Terrain Initial Stress
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- /SBSHOW
- ACTMAT
- ACTTIME
- ALTER
- BLCBDEL
- BLCBEND
- BLCBLD
- BLCBPA
- BLCBST
- BLF2CMB
- BLFDEL
- BLFDF
- BLFLST
- BLPL
- BLPLPL
- BLSA
- BLSB
- BLSEND
- BLSOLVE
- BLSST
- BLSTF
- BLVA
- BLVB
- BLVC
- BLVD
- BLVDEL
- BLVEND
- BLVGEN
- BLVLIB
- BLVLST
- BLV;DF
- BLVR
- BLVST
- BLWRITE
- BMSHDEL
- BMSHGEN
- BMSHLST
- BMSHOFF
- BMSHPRO
- BRAC
- BRADDEL
- BRADDPL
- BRANG
- BRBC
- BRCS
- BRCSOPT
- BRDEF
- BRDELEL
- BRDELPL
- BRGEN
- BRHL
- BRHLDEL
- BRHLMDF
- BRINIP
- BRIQR
- BRMVDL
- BRPD
- BRPLST
- BRSCN
- BRSDEL
- BRSDIV
- BRSGEN
- BRSKTCH
- BRSBOX
- BRSLST
- BRSMDF
- BRSSLAB
- BRSTOCS
- CALSERC
- CBDMS
- CFABOUT
- CFACTIV
- CFCLEAR
- CFCONFG
- CFEXIT
- CFFILE2
- CFFL3D
- CFGET
- CFHBRD
- CFHBWR
- CFLSSLV
- CFLSWRT
- CFMP
- CFMPDEL
- CFMPGEN
- CFMPLIB
- CFMPLST
- CFRAPPN
- CFRESUM
- CFSAVE
- CFSET
- CFVGET
- CFVLEN
- CFVMASK
- CHKCON
- CHKPRS
- CHKSTL
- CLPRD
- CMB
- CMBCLR
- CMBDAT
- CMBDEF
- CMBDEL
- CMBINQ
- CMBLST
- CMBMOD
- CMBPRM
- CMBSTAT
- CODESEL
- COMBINE
- COST
- COSTLST
- CPDEF
- CPSTDEF
- CRLTCOM
- CRLTDEF
- CRLTDEL
- CRLTLST
- CRLTUSE
- CSDEL
- CSECDMS
- CSGEN
- CSIQR
- CSLIB
- CSLST
- CSMRG
- DAHEAD
- DASEEP
- DEFSPEC
- DIMCON
- DIMPRS
- DIMPRS
- DIMSTL
- DLHEAD
- DLSEEP
- EFFPRES
- EFSAPPL
- EFSCALC
- EFSLST
- ENVDEF
- ENVDEL
- ENVELOP
- ETHSF
- ETHSFE
- FL3DRES
- FMREAD
- FMWRITE
- FRMBS
- FRMCPY
- FRMCR
- FRMDEF
- FRMDEL
- FRMGEN
- FRMGT
- FRMLDS
- FRMLST
- FRMMDL
- FRMVHS
- FRTRCK
- GENSPEC
- GENTEN
- GRCSBS
- GRCSCON
- GRCSEC3
- GRCSSTR
- GRSLPD
- GRSLPR
- GTPD
- HBSOLVE
- HCLPFCN
- HCLPFST
- IDHCLPF
- ILCLOSE
- ILOPEN
- ISOBAR
- L_MOD
- L_SPEC
- LINCMB
- LINLST
- LPRNSOL
- LPSOLVE
- LSTFMT
- MEMBDEL
- MEMBGEN
- MEMBLST
- MEMBPRO
- MOD_SF
- MODLSOL
- P_SPEC
- PCCBDEL
- PCCBEND
- PCCBPA
- PCCBST
- PCCTMDF
- PCDEL
- PCEPDEF
- PCEPDEL
- PCEPGEN
- PCEPMDF
- PCLOSS
- PCPL
- PCPLPL
- PCPPDEF
- PCPPDEL
- PCPPGEN
- PCPPMDF
- PCTNDEF
- PCTNDEL
- PCTNGEN
- PCTNLST
- PCTNMDF
- PCTYPE
- PL2DINT
- PL2DPRS
- PLCSBS
- PLCSCON
- PLCSEC3
- PLCSSTR
- PLFILE
- PLHBMAT
- PLHCLPF
- PLLSCON
- PLLSFOR
- PLLSPRS
- PLLSSTL
- PLLSSTR
- PLSEEP
- PLSHCLP
- PLSHCON
- PLSHFOR
- PLSHPRS
- PLSHSTR
- PLSHPRS
- PLTEND
- PR2DINT
- PR2DPRS
- PRCON
- PRFOR
- PRHCLPF
- PRPRS
- PRSHCLP
- PRSTL
- PRSTR
- PUSHDEF
- PUSHLST
- PUSHMOD
- PUSHSLV
- RCVWRT
- REDEF
- REDEL
- RETROFT
- RNFDEF
- RNFMDF
- SBBMDEF
- SBCANNT
- SBCLEAR
- SBLST
- SBPAR
- SBSMDEF
- SBSMMDF
- SD2SH
- SEC2DIN
- SEC2DOU
- SECMDF
- SEEPAGE
- SEEPMOD
- SHLDEL
- SHLGEN
- SHLIPSH
- SHLLST
- SHLMDF
- SHLRNF
- SHLSHR
- SHLSTL
- SLDDEL
- SLDLST
- SLDMDF
- SLDSEC
- SLPCIR
- SLPCIRK
- SLPIN
- SLPINK
- SLPLST
- SLPOPT
- SLPPOL
- SLPPWP
- SLPSOL
- SLPTAN
- SLPTANK
- SSECDMS
- SSECLIB
- SSECPLT
- STSTCFT
- STSTDEF
- TENLD
- TERDEF
- TERDEL
- TERGEN
- TERLST
- TETHEX
- TIS
- TN2DIN
- TNADDEL
- TNADDPL
- TNADV
- TNGEN
- TNINIP
- TNSKTCH
- TPLST
- TPHASE
- TPOST
- TPSET
- TREFINE
- TRGDEF
- TRGDEL
- TRGLST
- TRGUPT
- TSOLVE
- TSTEP
- TTRUSS
- UNITS
- UPDATE
- VARTH
- VERIF
- VWHTML
- VWTXT
- VWXLS
- WALLANC
- WALLGEN
- WALLINI
- WALLJNT
- WALLMOD
- WALLSOL
- WALLSTP
- WATTAB
- WEIGHT
- WTSLP
- WTSOLVE
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Push Over
The push over window has three tabs to define the needed data to perform a push over analysis:
General Data
In the General Data tab the data for the Push Over design is defined:

The parameters needed are:
- Disp. Measure point: Point at which the displacements will be measured to define the Push Over curves. It is possible to choose between the node number or the coordinates (CivilFEM will select the nearest node to the desired coordinates).
- LS File: Load State file which includes the defined loads that will be increased by the multiplication factor.
- Lambda: Final value of the multiplication factor.
- SS
num:
Number of substeps that will be generated. For each substep the load will
be increased by
. - Vertical Axis: The vertical axis must be defined (gravity direction).
Modal Shape
To solve the push over analysis the next three simple steps must be followed.
- Load the vibration modes by clicking on Load Modes. It is necessary to perform a modal analysis (apart from defining a response spectrum) before entering the Push Over window.

- Select principal vibration mode from the list. This will be the mode for which the push over analysis will be performed.

- Â Click on Solve

Curves

The capacity spectrum curve and the demand spectrum curve are represented here, as well as the characteristic points
- PP (performace point): curves intersection point.
- EP (elastic point): curves intersection point assuming elastic structure behavior.
- IP (inelastic point): Point of the structure capacity curve lying on the vertical of the EP.
The yielding on the structure can be plotted by entering the Sd or Lambda multiplication factor in the RETROFIT area of the window, and clicking on the Plot button. This will plot the yield status of the structure in the ANSYS graphical window of the nearest calculated substep.
Related commands:

