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~CFMP

 

~CFMP, IMAT, Lab1, Lab2, Lab3, VALUE, IDX1, IDX2, IDX3

Defines or modifies material properties or updates them to the active time

PREP7: Materials

IMAT

Material number.

Lab1

Label identifying the operation, or the group of the data to modify. Its valid values are described hereafter.

Lab2

Lab1 dependent identifying label. Valid values are described hereafter.

Lab3

Lab1 and Lab2 dependent identifying label. Valid values are described hereafter.

VALUE

Value to assign.

IDX1, IDX2, IDX3

Indexes of data defined in Lab1, Lab2 and Lab3.

 

~CFMP, IMAT, LIB, Lab2, Lab3, VALUE

Lab1= LIB

Reads from the library the material of the code or group specified in Lab2 and Lab3 with the reference indicated in VALUE. The list of valid references for each one of the codes are shown next. If the material is new, all the material data of the library are defined and if the material already exists, all the data of the library and its dependent data are redefined, keeping the not dependent data available for user modifications.

 

Lab2

Lab3

STEEL

EC3

UNE

ASTM

EA

BS5950

GB50017

CONCRETE

EHE

EC2

CEB

ACI

BS8110

GB50010

NBR6118

IS 456

SP52101

 

SP63133

REINF

EHE

EC2

CEB

ACI

BS8110

GB50010

NBR6118

IS 456

SP52101

 

SP63133

PREST

EHE

ASTMA416

BS5896

JISG3536

EN10138

SOIL

 

ROCK

 


STRUCTURAL STEEL:

EC3

UNE

ASTM

EA

BS5950

GB50017

Fe 360

S 235

A36

A37

Gr40

Q235

Fe 430

S 275

A529Gr42

A42

Gr43

Q345

Fe 510

S 355

A529Gr50

A52

Gr50

Q390

Fe E275

S 460

A441

 

Gr55

Q420

Fe E355

 

A572Gr42

 

GrWR50A

 

 

 

A572Gr50

 

GrWR50B

 

 

 

A572Gr60

 

GrWR50C

 

 

 

A572Gr65

 

S275N

 

 

 

A242

 

S275NL

 

 

 

A588

 

S355N

 

 

 

A852

 

S355NL

 

 

 

A514

 

S420N

 

 

 

 

 

S420NL

 

 

 

 

 

S460N

 

 

 

 

 

S460NL

 

 

CONCRETE:

EC2

BS8110

ACI

EHE

CEB

GB50010

NBR6118

IS 456

SP52101

C12/15

C7.5

fc_2500

HA-20

C12

C15

C10

M10

B10

C16/20

C10

fc_3000

HA-25

C16

C20

C15

M15

B15

C20/25

C15

fc_3500

HA-30

C20

C25

C20

M20

B20

C25/30

C20

fc_4000

HA-35

C25

C30

C25

M25

B25

C30/37

C25

fc_4500

HA-40

C30

C35

C30

M30

B30

C35/45

C30

fc_5000

HA-45

C35

C40

C35

M35

B35

C40/50

C35

fc_6000

HA-50

C40

C45

C40

M40

B40

C45/55

C40

fc_7000

HA-55

C45

C50

C45

M45

B45

C50/60

C45

fc_8000

HA-60

C50

C55

C50

M50

B50

C55/65

C50

fc_9000

HA-70

C55

C60

 

M55

B55

C60/70

C55

fc_10000

HA-80

C60

C65

 

M60

B60

C70/80

C60

 

HA-90

C65

C70

 

M65

 

C80/90

C40

 

HA-100

C70

C75

 

M70

 

C90/100

C45

 

 

C75

C80

 

M75

 

 

C50

 

 

C80

 

 

M80

 

 

C55

 

 

 

 

 

 

 

 

C60

 

 

 

 

 

 

 

 

REINFORCING STEEL:

EC2

BS8110

ACI

EHE

CEB

GB50010

NBR6118

IS 456

SP52101

S400

Gr250

fy_60000

B 400 S

S400

HPB235

CA25

Fe415

A240

S500

Gr460A

fy_65000

B 500 S

S500

HPB300

CA50

Fe500

A300

 

Gr460B

fy_70000

 

 

HRB335

CA60

Fe550

A400

 

 

fy_75000

 

 

HRBF335

 

 

A500

 

 

fy_80000

 

 

HRB400

 

 

B500

 

 

 

 

 

HRBF400

 

 

 

 

 

 

 

 

RRB400

 

 

 

 

 

 

 

 

HRB500

HRBF500

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

PRESTRESSING STEEL:

EHE

ASTMA416

BS5896

JISG3536

EN10138

Y1570C

Gr250

7W_STAND

SWPR7A

Y1570C

Y1670C

Gr270

7W_SUPER

SWPR7B

Y1670C

Y1770C

 

 

 

Y1770C

Y1860C

 

 

 

Y1860C

Y1770S2

 

 

 

Y1770S2

Y1860S3

 

 

 

Y1860S3

Y1960S3

 

 

 

Y1960S3

Y2060S3

 

 

 

Y2060S3

Y1770S7

 

 

 

Y1770S7

Y1860S7

 

 

 

Y1860S7

 

ROCKS:

TYPE

SUBTYPE

CLASS

NAME

REFERENCE

Sedimentary

Siliceous

Aggregated

Flint

Flint

Sedimentary

Siliceous

Aggregated

Lydite

Lydite

Sedimentary

Siliceous

Aggregated

Jasper

Jasper

Sedimentary

Siliceous

Aggregated

Molena

Molena

Sedimentary

Siliceous

Aggregated

Tripoli

Tripoli

Sedimentary

Siliceous

Agglomerated

Quartzite

Quartz_s

Sedimentary

Siliceous

Agglomerated

Arkose

Arkose

Sedimentary

Siliceous

Agglomerated

Macino

Macino

Sedimentary

Siliceous

Agglomerated

Molasse

Molasse

Sedimentary

Siliceous

Agglomerated

Samita

Samita

Sedimentary

Siliceous

Agglomerated

Breccia

Breccia

Sedimentary

Siliceous

Agglomerated

Puddingstone

Pudding

Sedimentary

Siliceous

Agglomerated

Graywacke

Graywack

Sedimentary

Clastic

Claystone

Kaolin

Kaolin

Sedimentary

Clastic

Claystone

Refractory clay

Refrclay

Sedimentary

Clastic

Claystone

Marl 20% clay

Mar20cla

Sedimentary

Clastic

Claystone

Marl 40% clay

Mar40cla

Sedimentary

Clastic

Claystone

Marl 60% clay

Mar60cla

Sedimentary

Clastic

Claystone

Marl 80% clay

Mar80cla

Sedimentary

Clastic

Schist

Phyllites

Phyllite

Sedimentary

Clastic

Schist

Shale

Shale

Sedimentary

Calcic

Limestone

Consistents

Consiste

Sedimentary

Calcic

Limestone

Marble

Marble

Sedimentary

Calcic

Limestone

Chalk

Chalk

Sedimentary

Calcic

Limestone

Falunes

Falunes

Sedimentary

Calcic

Dolomite

Compact

Compact

Sedimentary

Calcic

Dolomite

Plum

Plum

Sedimentary

Calcic

Dolomite

Carniolas

Carniola

Sedimentary

Calcic

-

Anhydrite

Anhydrit

Sedimentary

Calcic

-

Gypstone

Gypstone

Sedimentary

Calcic

-

Algez

Algez

Sedimentary

Calcic

-

Phosphat-calcic

Phoscalc

Igneous

Granitic

Granites

Granite

Granite

Igneous

Granitic

Granites

Aplite

Aplite

Igneous

Granitic

Granites

Pegmatite

Pegmatit

Igneous

Granitic

Granites

Tourmalinite

Tourmali

Igneous

Granitic

Amphibole

Syenite

Syenite

Igneous

Granitic

Amphibole

Granatite

Granatit

Igneous

Granitic

Amphibole

Diorite

Diorite

Igneous

Granitic

Pyroxene

Gabbro

Gabbro

Igneous

Granitic

Pyroxene

Diabase

Diabase

Igneous

Granitic

Pyroxene

Norite

Norite

Igneous

Granitic

Pyroxene

Eclogite

Eclogite

Igneous

Granitic

Pyroxene

Ophite

Ophite

Igneous

Granitic

Olivine

Dunite

Dunite

Igneous

Granitic

Olivine

Serpentinite

Serpenti

Igneous

Porphyritic

feldspar-silic

Granophyre

Granophy

Igneous

Porphyritic

feldspar-silic

Quartzphyre

Quartzph

Igneous

Porphyritic

feldspar-silic

Orthophyre

Orthophy

Igneous

Porphyritic

feldspar-silic

Eurite

Eurite

Igneous

Porphyritic

ferro-magnesium

Porphyry

Porphyry

Igneous

Porphyritic

ferro-magnesium

Porphyrite

Porphyri

Igneous

Porphyritic

ferro-magnesium

Melaphyre

Melaphyr

Igneous

Volcanic

Aggregated

Rhyolite

Rhyolite

Igneous

Volcanic

Aggregated

Trachyte

Trachyte

Igneous

Volcanic

Aggregated

Phonolite

Phonolit

Igneous

Volcanic

Aggregated

Andesite

Andesite

Igneous

Volcanic

Aggregated

Non oliv. basalt

Nonolbas

Igneous

Volcanic

Aggregated

Olivinic basalt

Olivbasa

Igneous

Volcanic

Aggregated

Nefel-leuc basal

Nefleuba

Igneous

Volcanic

Aggregated

Verite

Verite

Igneous

Volcanic

-

Conglomerate

Conglome

Metamorphic

Gneiss

-

Glandular

Glandula

Metamorphic

Gneiss

-

Micaceous

Micaceou

Metamorphic

Mica

-

Itabirite

Itabirit

Metamorphic

Mica

-

Quartzite

Quartzit

Metamorphic

Mica

-

Amphibolite

Amphibol

Metamorphic

Phyllites

-

Hornfels

Hornfels

Metamorphic

Phyllites

-

Leptinolite

Leptinol

 

SOILS:

TYPE

REFERENCE

Gravel Well Graded

GW

Gravel Poor Graded

GP

Gravel Silty

GM

Gravel Clay

GC

Sand Well Graded

SW

Sand Poor Graded

SP

Sand Silty

SM

Sand Clay

SC

Silt Low wl

ML

Silt High wl

MH

Clay Low wl

CL

Clay High wl

CH

Organic Low wl

OL

Organic High wl

OH

Peat Low wl

PL

Peat High wl

PH

                                                                             

~CFMP, IMAT, UPDATE

Lab1= UPDATE

Updates in real time all the time dependent properties in all materials.

 

~CFMP, IMAT, NAME, , , VALUE

Lab1= NAME

Establishes the name of the material.

 

 

~CFMP, IMAT, USER

Lab1= USER

A material changes to be of the USER DEF type (modifiable by the user); that is to say, all the library data lose their blocked condition and are converted to modifiable. When a material is defined through the library, its data (properties) can only be modified after executing this command.

 

~CFMP, IMAT, DATGEN, Lab2, , VALUE

Lab1= DATGEN

To modify common general data to all materials.

Lab2

Description

TACT

Activation time of the material

TDEACT

Dectivation time of the material

EX

Modulus of elasticity

NUXY

Poisson’s ratio

GXY

Transversal strain modulus

ALP

Thermal expansion coefficient

RHO

Density

GAM

Specific weight

DAMP

Damping for the material.

For transient analyses: K matrix multiplier (b) for damping.

For spectral analyses: ratio of the critical damping.

VCOS

Cost per volume unit

MCOS

Cost per mass unit

WCOS

Cost per weight unit

 

~CFMP, IMAT, STEEL, Lab2,,VALUE, IDX1, IDX2

Lab1= STEEL

Allows the modification of specific data of the structural steel material.

Lab2

Description

NTHK

Number of range of thickness

THIK

Range of thickness

EXLN

Elasticity modulus

KPLA

Material behavior:

0

Elastic (default value)

1

Bi-linear Kinematic

2

Bi-linear Isotropic

4

Multilinear Kinematic Hardening

5

Multilinear Isotropic

6

Drucker-Prager

PLRAT

Elastic / Plastic modulus ratio (by default PLRAT=10.000)

PLTHK

Thickness used to define plastic behavior.

TSASSD

Type of stress-strain diagram of structural analysis:

0

User defined

1

Linear-elastic (default value)

2

Bi-linear

SAEPSNEW

Introduce a point in the strain-stress diagram of structural analysis. The ordinate (stress) is interpolated between adjacent values.

VALUE:

New abscise (strain)

SAEPSDEL

Delete a point in the stress-strain diagram of structural analysis.

VALUE

Point index to be deleted

SAEPS

Moves a point in the strain-stress diagram of structural analysis.

VALUE

New abscise (strain)

IDX1

Point index

IDX2

Curve index corresponding to range of thickness

SASGM

Modifies the value of the stress in a point of the stress-strain diagram of structural analysis:

VALUE

New stress value

IDX1

Index of point

IDX2

Curve index corresponding to range of thickness

TSDSSD

Type of analysis stress-strain diagram:

0

User defined

1

Bi-linear with horizontal top branch

2

Bi-linear with inclined top branch

SDEPSNEW

Inserts a point in the strain-stress diagram of sections analysis. The ordinate (stress) is interpolated between adjacent values.

VALUE

New abscise (strain)

SDEPSDEL

Deletes a point in the strain-stress diagram of sections analysis.

VALUE

Point index to be deleted

SDEPS

Moves a point of the stress-strain diagram of sections analysis.

VALUE

New abscise (strain)

IDX1

Point index

IDX2

Curve index corresponding to range of thickness

SDSGM

Modifies the stress value of a point in the stress-strain diagram of sections analysis:

VALUE

New stress value

IDX1

Point index

IDX2

Curve index corresponding the range of thickness

EPSMAX

Maximum valid strain in tension (by default EPSmax= 0.010).

EPSMIN

Maximum valid strain in compression (by default EPSmin= -0.010).

STYPE

Type of steel:

VALUE = 0

Non austenitic

VALUE = 1

Austenitic

 

~CFMP, IMAT, CONCR, Lab2, , VALUE, IDX1, IDX2

Lab1= CONCR

Modifies specific data of concrete material.

Lab2

Description

AGE_NEW

Adds a new age and defines for this age time dependent properties.

VALUE

New age (days)

AGE_DEL

Deletes an age and all the time dependent properties.

VALUE

Index of age

AGE_MOV

Modifies the value of an age redefining time dependent properties.

VALUE

New age(days)

IDX1

Index of age to be modified

TPEX

Type of modulus of elasticity:

1

Tangential modulus

2

Initial modulus

3

Secant modulus

4

Design modulus of elasticity

5

Reduced elasticity modulus

EXLN

Elasticity modulus for linear analyses. Default value depends on the active code.

CODE

VALUE

EC2

Secant modulus

ACI or ACI 349

Tangential modulus

AS3600

Tangential modulus

AASHTOHB

Tangential modulus

CEB

Reduced modulus

EHE

Secant modulus

BS8110

Tangential modulus

GB50010

Tangential modulus

NBR6118

Secant modulus

IS456

Tangential modulus

SP52101

Initial modulus

SP63133

Initial modulus

EPSMIN

Maximum valid compression strain. Default value depends on the active code.

EPSINT

Maximum valid compression strain at internal points of the section. Default value depends on the active code.

PCLEVEL

Distance from the most compressed fiber of the section to its total depth (by default PCLevel=3/7).

KCREEP

Creep method

0

No creep.

1

Step by step.

2

Effective Modulus

KSHRINK

Shrinkage method.

0

No shrinkage.

1

By temperatures.

AGECOEFF

Aging coefficient (by default 0.8).

TAPPLOAD

Load aplication time (by default 28 days)

AGESRINI

Shrinkage initial age (days)

APTNEW

Adds a new load application age (days).

APTDEL

Deletes a load application age.

VALUE

Load application age index.

CREEPCF

Creep coefficient.

VALUE

New value for the creep coefficient.

IDX1

Concrete age index.

IDX2

Load application age index.

EPSSHRNK

Shrinkage strain

VALUE

New value for the shrinkage strain.

IDX1

Concrete age index.

KCRCOD

Calculation method for the shrinkage strains and creep coefficients curves.

0

User defined

1

EC2 Model (default value)

2

CEB Model

3

ACI Model

4

EHE Model

RH

Relative humidity (%). Default value = 60%. Valid for the curves calculation using EC2, CEB and EHE models.

H

Fictitious thickness in milimeters. Default value = 600mm. Valid for the curves calculation using EC2, CEB and EHE models.

PSI

Creep factor. Default value = 0.60. Valid for the curves calculation using ACI model.

D

Creep age (days). Default value = 10 days. Valid for the curves calculation using ACI model.

NUU

Ultimate (in time) creep coefficient. Default value = 2.35. Valid for the curves calculation using ACI model.

ALPHA

Shrinkage factor. Default value = 1.0.Valid for the curves calculation using ACI model.

F

Shrinkage age. Default value = 55 days. Valid for the curves calculation using ACI model.

EPSSLU

Ultimate (in time) shrinkage strain. Default value = -780·10-6.Valid for the curves calculation using ACI model.

 

~CFMP, IMAT, REINF, Lab2, , VALUE

Lab1= REINF

Allows the modification of specific data of steel reinforcement material.

Lab2

Description

EPSMAX

Maximum valid strain in tension. Default value depends on the active code.

 

~CFMP, IMAT, PREST, Lab2, , VALUE, IDX1

Lab1= PREST

Allows the modification of specific data of prestressing steel material.

Lab2

Description

EPSmax

Maximum admissible valid strain in tension. The default value depends on the active code.

MU

Friction coefficient between the tendons and their casing. By default MU=0.20.

K

Unintentional friction coefficient per unit of length. By default K=0.01m-1

a

Anchorage slip. By default a=0.006m

EPSsr

Coefficient of concrete shrinkage. By default EPSsr=0.0004

PHI

Coefficient of concrete creep. By default PHI=2

 

~CFMP, IMAT, ROCK, Lab2, , VALUE, IDX1, IDX2

Lab1= ROCK

Allows the modification of specific data of rock material.

Lab2

Description

TpEx

Type of elasticity module used in structural analysis:

1

Static modulus of elasticity (by default)

2

Dynamic modulus of elasticity

TpNUxy

Type of Poison’s ratio coefficient used in structural analysis:

1

Static Poison’s ratio

2

Dynamic Poison’s ratio

TpRHO

Type of Density used in structural analysis:

1

Bulk density (default)

2

Submerged density

3

Saturated density

4

Dry density

KPLA

Type of behavior:

0

Elastic

1

Drucker-Prager

2

Mohr-Coulomb

ExSt

Static elasticity modulus

NUxySt

Static Poisson modulus

Vp

P waves velocity

Vs

S waves velocity

Exd

Dynamic elasticity modulus

NUxyd

Dynamic Poisson modulus

qu

Resistance to simple compression (qu ³0).

GAMd

Dry specific weight

GAMw

Water specific weight

RHOrel

Relative density (by default 0.5).

n

Porosity (1 > n ³ 0).

W

Moisture content.

PHIeff

Angle of effective internal friction, in degrees. (90º > PHIeff ³ 0º)

ceff

Effective cohesion (ceff ³ 0º)

PHIDPeff

Angle of effective internal friction for Drucker-Prager, in degrees (90º > PHIDPeff ³ 0º).

cDPeff

Effective cohesion for Drucker-Prager (cDPeff ³ 0).

DELeff

Dilatancy angle, in degrees (90º > DELeff ³ 0º).

K0

Pressure coefficient at rest (K0 ³ 0).

Ka

Active pressure coefficient (Ka ³ 0).

Kp

Passive pressure coefficient (Kp ³ 0).

Kac

Cohesion complementary component of active pressure (Kac ³ 0).

Kpc

Cohesion complementary component of passive pressure (Kpc ³ 0).

RuSI

Susceptibility to pore pressure:

0

Not susceptible

1

Susceptible

Ru

Coefficient for pore pressure after consolidation.

kx

Permeability in X direction (kx ³ 0).

ky

Permeability in Y direction (ky ³ 0).

kz

Permeability in Z direction (kz ³ 0).

GSI

Geological strength index (100 ³ GSI ³ 0).

HB_m

Hoek & Brown coefficient m.

HB_s

Hoek & Brown coefficient s.

HB_mr

Hoek & Brown residual coefficient m.

HB_sr

Hoek & Brown residual coefficient s.

HB_n

Hoek & Brown coefficient n (0,65 > n ³ 0,50)

HB_m0

Hoek & Brown coefficient m for unfractured rock (m0 ³ 0).

HB_s0

Hoek & Brown coefficient s for unfractured rock (s0 ³ 1).

HB_ALF

Fragility / ductility limit coefficient.

HB_md

Factor for dilatancy calculation. By default HB_md=1

HB_bd

Factor for dilatancy calculation. By default HB_bd=0

KMCSP

Way of specifying the shape parameters HYP and ECC for Mohr-Coulomb yield surface:

0

Auto calculated (default)

1

User values

IFLOW

Type of flow rule in Mohr-Coulomb plasticity model:

0

Associated flow

1

Non associated flow

HYP

Hyperbolicity parameter in Mohr-Coulomb yield surface.

ECC

Eccentricity parameter in Mohr-Coulomb yield surface

(0.55 ECC ≤ 1).

 

~CFMP, IMAT, SOIL, Lab2, , VALUE, IDX1, IDX2

Lab1= SOIL

Allows the modification of specific data of soils material.

Lab2

Description

TpEx

Type of Ex used in structural analysis:

1

Static elasticity modulus (default)

2

Dynamic modulus

TpNUxy

Type of Poisson coefficient used in structural analysis:

1

Static Poison’s ratio

2

Dynamic Poison’s ratio

TpRHO

Type of Density used in structural analysis:

1

Bulk density (default)

2

Submerged density

3

Saturated density

4

Dry density

KPLA

Type of behavior:

0

Elastic

1

Drucker-Prager

2

Mohr-Coulomb

3

Cam-Clay

ExSt

Static elasticity modulus

NUxySt

Static Poisson modulus

Vp

P waves velocity

Vs

S waves velocity

Exd

Dynamic elasticity modulus

NUxyd

Dynamic Poisson modulus

GAMd

Dry specific weight

GAMw

Water specific weight

RHOrel

Relative density (by default 0.5)

n

Porosity (1 > n ³ 0) n = e/(1+e)

W

Moisture content.

D10

Diameter that allows more than 10% of material to pass (in millimeters).

D30

Diameter that allows more than 30% of material to pass (in millimeters).

D60

Diameter that allows more than 60% of material to pass (in millimeters).

SPT

Standard penetration test (SPT ³ 0).

CPT

Cone penetration test (CPT ³ 0).

qu

Resistance to simple compression (qu ³ 0).

Em

Edometric modulus (Em ³ 0).

qa

Maximum admissible load.

wl

Liquid limit percentage

wp

Plastic limit percentage

PHIMCeff

Angle of effective internal friction for Mohr-Coulomb, in degrees (90º > PHIMCeff ³ 0º).

cMCeff

Effective cohesion for Mohr-Coulomb (ceff ³ 0).

PHIDPeff

Angle of effective internal friction for Drucker-Prager, in degrees (90º > PHIDPeff ³ 0º)

cDPeff

Effective cohesion for Drucker-Prager (cDPeff ³ 0).

DELeff

Dilatancy angle, in degrees (90º > DELeff ³ 0º).

K0

Pressure coefficient at rest (K0 ³ 0).

Ka

Active pressure coefficient (Ka ³ 0).

Kp

Passive pressure coefficient (Kp ³ 0).

Kac

Cohesion complementary component of active pressure (Kac ³ 0).

Kpc

Cohesion complementary component of passive pressure (Kpc ³ 0).

RuSI

Susceptibility to pore pressure:

0

Not susceptible

1

Susceptible

Ru

Coefficient for pore pressure after consolidation.

kx

Permeability in X direction (kx ³ 0).

ky

Permeability in Ydirection (ky ³ 0).

kz

Permeability in Z direction (kz ³ 0).

cv

Consolidation coefficient (cv ³ 0).

A

Skempton law's coefficient (A ³ 0).

B

Skempton law's coefficient (1 ³ B ³ 0).

BET

Skempton law's coefficient.

KMCSP

Way of specifying the shape parameters HYP and ECC for Mohr-Coulomb plasticity surface:

0

Auto calculated (default)

1

User values

IFLOW

Type of flow rule in Mohr-Coulomb plasticity model:

0

Associated flow

1

Non associated flow

HYP

Hyperbolicity parameter in Mohr-Coulomb yield surface.

ECC

Eccentricity parameter in Mohr-Coulomb yield surface

(0.55 ECC ≤ 1).

KP0

Way of specifying the initial preconsolidation pressure:

0

With the over consolidation ratio OCR.

1

With the initial preconsolidation pressure P0.

M

Slope of the critical state line in q-p plane.

LAM

Slope of the isotropic compression line in v-ln(p) plane.

KAP

Slope of the unloading-reloading line in v-ln(p) plane.

VICL

Specific volume at unit pressure in isotropic compression.

P0

Initial preconsolidation pressure.

 

~CFMP, IMAT, EC3, Lab2, , VALUE, IDX1

Lab1= EC3

It modifies specific data of Eurocode 3.

Lab2

Description

GAMM0

Resistance of class 1,2 or 3 cross-sections (By default GAMM0 = 1.1)

GAMM1

Resistance of class 4 cross-sections and member buckling (By default GAMM1 = 1.1)

GAMM2

Resistance of net sections at bolt holes (By default GAMM2 = 1.25)

FY

Elastic limit of steel for range of thickness specified in IDX1

FU

Ultimate strength of steel for range of thickness specified in IDX1

 

~CFMP, IMAT, CTESEA, Lab2, , VALUE, IDX1

Lab1= EC3

It modifies specific data of CTE DB SE-A code.

Lab2

Description

GAMM0

Resistance of class 1,2 or 3 cross-sections (By default GAMM0 = 1.1)

GAMM1

Resistance of class 4 cross-sections and member buckling (By default GAMM1 = 1.1)

GAMM2

Resistance of net sections at bolt holes (By default GAMM2 = 1.25)

FY

Elastic limit of steel for range of thickness specified in IDX1

FU

Ultimate strength of steel for range of thickness specified in IDX1

 

 

~CFMP, IMAT, EA, Lab2, , VALUE, IDX1

Lab1= EA

Modifies specific data of EA code.

Lab2

Description

GAMA

Partial safety factor of steel

SIGE

Elastic limit for range of thickness specified in IDX1

SIGR

Tension resistance (SIGe/GAMa) for range of thickness specified in IDX1.

SIGU

Design resistance for range of thickness specified in IDX1.

 

~CFMP, IMAT, LRFD, Lab2, , VALUE, IDX1

Lab1= LRFD

It modifies specific data of AISC-LRFD code (second edition).

Lab2

Description

FY

Elastic limit of steel for range of thickness specified in IDX1

FU

Ultimate strength of steel for range of thickness specified in IDX1.

 

~CFMP, IMAT, LRFD13, Lab2, , VALUE, IDX1

Lab1= LRFD13

It modifies specific data of AISC-LRFD code 13th edition.

Lab2

Description

FY

Elastic limit of steel for range of thickness specified in IDX1

FU

Ultimate strength of steel for range of thickness specified in IDX1.

 

~CFMP, IMAT, BS5950, Lab2, , VALUE, IDX1

Lab1= BS5950

It modifies specific data of BS 5950 code.

Lab2

Description

Ys

Elastic limit of steel for range of thickness specified in IDX1.

Us

Ultimate strength of steel for range of thickness specified in IDX1.

Roy

Design strength coefficient for range of thickness specified in IDX1.

Ke

Coefficient for net area calculation for range of thickness specified in IDX1.

 

~CFMP, IMAT, GB50017, Lab2, , VALUE, IDX1

Lab1= GB50017

It modifies specific data of GB50017 code.

Lab2

Description

f

Tensile, compressive or bending strength for range of thickness specified in IDX1.

fce

Compressive strength when ending section is under compressive load for range of thickness specified in IDX1.

fv

Shear strength for range of thickness specified in IDX1.

 

~CFMP, IMAT, ASME_NF, Lab2, , VALUE, IDX1

Lab1= ASME_NF

It modifies specific data of ASME BPVC III Subsection NF code.

Lab2

Description

SY

Elastic limit of steel for range of thickness specified in IDX1

SU

Ultimate strength of steel for range of thickness specified in IDX1.

 

~CFMP, IMAT, ASD9, Lab2, , VALUE, IDX1

Lab1= ASD9

It modifies specific data of AISC-ASD 9th Edition code.

Lab2

Description

FY

Elastic limit of steel for range of thickness specified in IDX1

FU

Ultimate strength of steel for range of thickness specified in IDX1.

 

~CFMP, IMAT, ASD13, Lab2, , VALUE, IDX1

Lab1= ASD13

It modifies specific data of AISC-ASD 13th Edition code.

Lab2

Description

FY

Elastic limit of steel for range of thickness specified in IDX1

FU

Ultimate strength of steel for range of thickness specified in IDX1.

 

~CFMP, IMAT, AISC14, Lab2, , VALUE, IDX1

Lab1= AISC14

It modifies specific data of AISC-ASD 14th Edition code.

Lab2

Description

FY

Elastic limit of steel for range of thickness specified in IDX1

FU

Ultimate strength of steel for range of thickness specified in IDX1.

 

 

~CFMP, IMAT, AISC15, Lab2, , VALUE, IDX1

Lab1= AISC15

It modifies specific data of AISC-ASD 15th Edition code.

Lab2

Description

FY

Elastic limit of steel for range of thickness specified in IDX1

FU

Ultimate strength of steel for range of thickness specified in IDX1.

 

~CFMP, IMAT, N690, Lab2, , VALUE, IDX1

Lab1= N690

It modifies specific data of ANSI/AISC N690 code.

Lab2

Description

FY

Elastic limit of steel for range of thickness specified in IDX1

FU

Ultimate strength of steel for range of thickness specified in IDX1.

 

~CFMP, IMAT, EC2_C, Lab2, , VALUE, IDX1, IDX2

Lab1= EC2_C

Modifies code material properties for Eurocode 2 (concrete).

Lab2

Description

CETP

Type of cement:

S

Slow hardening cements

N

Normal hardening cements. By default.

R

Rapid hardening cements

RS

Rapid hardening high strength cements

GAMC

Partial safety factor for concrete.

ALP

Compression resistance reduction factor. By default equals to 0.85.

FCK

Characteristic 28 day compressive strength.

FCM

Mean 28 day compressive strength.

FCD

Design 28 day compressive strength.

FCTM

Mean tensile strength.

FCTK_005

Lower characteristic tensile strength.

FCTK_095

Upper characteristic tensile strength.

EPSC1

Strain of the concrete’s peak compressive stress..

EPSCU

Ultimate compression strain.

S

Coefficient depending on the type of cement:

CeTp=S

s= 0.38

CeTp=N

s= 0.25

CeTp=R

s= 0.25

CeTp=RS

s= 0.20

BETCC

Coefficient which depends on concrete age. The age index must be specified in IDX1.

FCM_T

Mean t day compressive strength corresponding to the age index indicated in IDX1.

FCK_T

Characteristic compressive strength corresponding to the age ratio indicated in IDX1.

FCD_T

Design compressive strength corresponding to the age ratio indicated in IDX1.

ECM

Secant modulus of elasticity corresponding to the age ratio indicated in IDX1.

EC

Tangent modulus of elasticity corresponding to the age ratio indicated in IDX1.

ECD

Design modulus of elasticity corresponding to the age ratio indicated in IDX1.

TSASSD

Type of stress-strain diagram for structural analysis:

0

User Defined

1

Elastic-linear

2

Short-term loads

SAEPSNEW

Insert a point in the strain-stress diagram of structural analysis. The ordinate (stress) interpolates between the adjacent values.

VALUE:

New strain

SAEPSDEL

Deletes a stress-strain diagram of structural analysis.

VALUE:

Point index to be deleted

SAEPS

Moves a point in the stress-strain diagram of structural analysis.

VALUE:

New strain

IDX1:

Point index

IDX2:

Curve index corresponding to the age.

SASGM

Modifies the values of the stress at a point of the stress-strain diagram of structural analysis:

VALUE:

New value of tension

IDX1:

Point index

IDX2:

Curve index corresponding to age

TSDSSD

Type of stress-strain diagram for section’s analysis:

0

User defined

1

Parabolic-rectangular

2

Bi-linear

SDEPSNEW

Insert a point in the analysis stress-strain diagram. The ordinate interpolates between adjacent values.

VALUE:

New strain

SDEPSDEL

Deletes a point in the analysis stress-strain diagram.

VALUE:

Point index to be deleted

SDEPS

Moves a point in the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

IDX2:

Curve index corresponding to the age

SDSGM

Modifies the value of the stress of a point of the analysis stress-strain diagram:

VALUE:

New value of tension

IDX1:

Point index

IDX2:

Curve index corresponding to the age

 

~CFMP, IMAT, EC2_S, Lab2, , VALUE, IDX1

Lab1= EC2_S

Modifies code material properties for Eurocode 2 (reinforcement steel).

 Lab2

Description

GAMS

Steel’s safety factor.

FYK

Characteristic yield stress.

FYD

Design yield stress.

FTK

Characteristic tensile strength.

EPSUK

Characteristic elongation at maximum load.

DUCT

Steel ductility:

Duct= HIGH

If EPSuk >0.050 and ftk/fyk > 1.08

Duct= NORMAL

If EPSuk >0.025 and ftk/fyk > 1.05

Duct= NONE

In other cases

TSASSD

Type of stress-strain diagram for structural analysis:

0

User defined

1

Elastic-linear

2

Bi-linear

SAEPSNEW

Insert a point in the stress-strain diagram of structural analysis. The ordinate (stress) is interpolated between adjacent values.

VALUE:

New strain

SAEPSDEL

Deletes a point of the stress-strain diagram of structural analysis.

VALUE:

Point index to be deleted

SAEPS

Moves a point of the stress-strain diagram of structural analysis.

VALUE:

New strain

IDX1:

Index of the point

SASGM

Modifies the stress value of a point of the stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

TSDSSD

Type of stress-strain diagram for section’s analysis:

0

User defined

1

Bi-linear with horizontal top branch

2

Bi-linear with inclined top branch

SDEPSNEW

Inserts a point in the analysis stress-strain diagram. The ordinate is interpolated between the adjacent values.

VALUE:

New strain

SDEPSDEL

Deletes a point in the analysis stress-strain diagram.

VALUE:

Point index to be deleted

SDEPS

Moves a point of the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

SDSGM

Modifies a point’s stress value of the analysis stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

 

~CFMP, IMAT, EC2_Pres, Lab2, , VALUE, IDX1

Lab1= EC2_Pres

Modifies code material properties for Eurocode 2 (prestressing steel).

 Lab2

Description

GAMS

Prestressed steel’s partial safety factor.

FPK

Characteristic tensile strength.

Fp01k

0.1% Proof-stress

EPSuk

Characteristic elongation at maximum load (by default =0.035)

R0_60

Relaxation for 1000 hours and 60% Fmax

R0_70

Relaxation for 1000 hours and 70% Fmax

R0_80

Relaxation for 1000 hours and 80% Fmax

LtRat

Ratio between long-term relaxation losses and 1000 hours relaxation losses (by default LtRat=3)

TSASSD

Stress-strain diagram for structural analysis:

0

User-defined

1

Elastic-linear

2

Bi-linear

SAEPSNEW

Insert a point in the stress-strain diagram of structural analysis. The ordinate (stress) is interpolated between adjacent values.

VALUE:

New strain

SAEPSDEL

Deletes a point of the stress-strain diagram of structural analysis.

VALUE:

Point index to be deleted

SAEPS

Moves a point of the stress-strain diagram of structural analysis.

VALUE:

New strain

IDX1:

Point index

SASGM

Modifies the stress value of a point of the stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

TSDSSD

Type of stress-strain diagram for section’s analysis:

0

User defined

1

Bi-linear with horizontal top branch

2

Bi-linear with inclined top branch

SDEPSNEW

Inserts a point in the analysis stress-strain diagram. The ordinate is interpolated between the adjacent values.

VALUE:

New strain

SDEPSDEL

Deletes a point in the analysis stress-strain diagram.

VALUE:

Point index to be deleted

SDEPS

Moves a point of the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

SDSGM

Modifies a point’s stress value of the analysis stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

 

~CFMP, IMAT, ACI_C, Lab2, , VALUE, IDX1, IDX2

Lab1= ACI_C

It modifies the specific data of code (ACI-Concrete).

Lab2

Description

CUTP

Type of cured:

MOIST

“Moist cured”. By default

STEAM

“Steam cured”

CETP

Type of cement

I

Type of Cement I

III

Type of Cement III

FC

Specified compression strength of concrete

A

Coefficient dependent of type of cement and cure:

CuTp= MOIST

CeTp= I

a = 4.00

CuTp= MOIST

CeTp= III

a = 2.30

CuTp= STEAM

CeTp= I

a = 1.00

CuTp= STEAM

CeTp= III

a = 0.70

BET

Coefficient dependent of type of cement and cure:

CuTp= MOIST

CeTp= I

BET = 0.85

CuTp= MOIST

CeTp= III

BET = 0.92

CuTp= STEAM

CeTp= I

BET = 0.95

CuTp= STEAM

CeTp= III

BET = 0.98

FC_T

Specified compression strength for the age ratio defined in IDX1.

FR

Modulus of rupture for the age ratio defined in IDX1.

EC

Elasticity modulus corresponding to the age ratio specified in IDX1.

BET1

Factor for rectangular stress distribution

EPS0

Strain of the peak compressive stress for parabolic stress-strain diagram for the age ratio specified in IDX1.

TSASSD

Type of stress-strain diagram for structural analysis:

0

User defined

1

Elastic linear

2

PCA Parabolic

SAEPSNEW

Insert a point in the stress-strain diagram of structural analysis. The ordinate is interpolated between adjacent values.

VALUE:

New strain

SAEPSDEL

Delete a point in the stress-strain diagram of structural analysis

VALUE:

Point index to be deleted

SAEPS

Move a point in the stress-strain diagram of structural analysis.

VALUE:

New strain

IDX1:

Point index

IDX2:

Curve index corresponding to age

SASGM

Modify the stress value in a point of the stress-strain diagram of structural analysis:

VALUE:

New stress value

IDX1:

Point index

IDX2:

Curve index corresponding to the age

TSDSSD

Type of stress-strain diagram for section’s analysis:

0

User defined

1

PCA Parabolic

2

Rectangular

3

Lineal

4

Parabolic (Default value if the active code is ACI 359)

SDEPSNEW

Insert a point in the analysis stress-strain diagram. The ordinates interpolates between adjacent values.

VALUE:

New strain

SDEPSDEL

Delete a point in the analysis stress-strain diagram.

VALUE:

Point index t be deleted

SDEPS

Moves a point in the analysis stress-strain diagram

VALUE:

New strain

IDX1:

Point index

IDX2:

Curve index corresponding to age

SDSGM

Modifies the stress value in a point in the analysis stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

IDX2:

Curve index corresponding to the age ratio

 

~CFMP, IMAT, ACI_S, Lab2, , VALUE, IDX1

Lab1= ACI_S

Modifies specific data of code (ACI-Reinforcement steel)

Lab2

Description

fy

Steel elastic limit

TSASSD

Type of stress-strain diagram for structural analysis:

0

User defined

1

Elastic-linear

2

Bi-linear

SAEPSNEW

Inserts a point in the stress-strain diagram of structural analysis. the ordinate (stress) is interpolated between adjacent values.

VALUE:

New strain

SAEPSDEL

Deletes a point in the stress-strain diagram of structural analysis.

VALUE:

Point index to be deleted

SAEPS

Moves a point in the stress-strain diagram of structural analysis.

VALUE:

New strain

IDX1:

Point index

SASGM

Modifies the value of the stress in a point of the stress-strain diagram of structural analysis:

VALUE:

New stress value

IDX1:

Point index

TSDSSD

Type of stress-strain diagram for section’s analysis:

0

User defined

1

Bi-linear

SDEPSNEW

Insert a point in the stress-strain diagram for section’s analysis. The ordinates is interpolated between adjacent values.

VALUE:

New strain

SDEPSDEL

Delete a point in the analysis stress-strain diagram.

VALUE:

Point index to be deleted

SDEPS

Move a point in the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

SDSGM

Modify the stress value of a point of the analysis stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

 

~CFMP, IMAT, ACI_PRES, Lab2, , VALUE, IDX1

Lab1= ACI_S

Modifies specific data of code (ACI-Prestressing steel)

Lab2

Description

fpu

Specific steel elastic limit

fpy

Specific elastic limit

stTp

Steel type:

0

Low-relaxation

1

“stress-relieved”

RIcf1

Relaxation calculation coefficient

Ricf2

Relaxation calculation coefficient

TSASSD

Type of stress-strain diagram for structural analysis:

0

User defined

1

Elastic-linear

2

Bi-linear

SAEPSNEW

Inserts a point in the stress-strain diagram of structural analysis. the ordinate (stress) is interpolated between adjacent values.

VALUE:

New strain

SAEPSDEL

Deletes a point in the stress-strain diagram of structural analysis.

VALUE:

Point index to be deleted

SAEPS

Moves a point in the stress-strain diagram of structural analysis.

VALUE:

New strain

IDX1:

Point index

SASGM

Modifies the value of the stress in a point of the stress-strain diagram of structural analysis:

VALUE:

New stress value

IDX1:

Point index

TSDSSD

Type of stress-strain diagram for section’s analysis:

0

User defined

1

Bi-linear

SDEPSNEW

Insert a point in the stress-strain diagram for section’s analysis. The ordinates is interpolated between adjacent values.

VALUE:

New strain

SDEPSDEL

Delete a point in the analysis stress-strain diagram.

VALUE:

Point index to be deleted

SDEPS

Move a point in the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

SDSGM

Modify the stress value of a point of the analysis stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

 

~CFMP, IMAT, CEB_C, Lab2, , VALUE, IDX1, IDX2

Lab1= CEB_C

Modifies the specific data of code (CEB-Concrete).

Lab2

Description

CETP

Type of Cement

SL

Slow hardening cements

N

Normal hardening cement

R

Rapid hardening cement

RS

Rapid hardening-high strength cements

GAMC

Concrete’s safety factor

FCK

Characteristic compressive strength.

FCD

Design compressive strength.

FCM

Mean compressive strength.

FCTK_MIN

Lower characteristic tensile strength.

FCTK_MAX

Upper characteristic tensile strength.

FCTM

Mean tensile strength.

S

Coefficient which depends on the type of cement:

CeTp= SL

s = 0.38

CeTp= N

s = 0.25

CeTp= R

s = 0.25

CeTp= RS

s = 0.20

BETCC

Coefficient depending on the concrete’s age for the age index specified in IDX1

FCM_T

Mean compressive strength of concrete for the age index specified in IDX1.

FCK_T

Characteristic compressive strength of concrete for the age index specified in IDX1.

FCD_T

Design compressive strength for the age index specified in IDX1.

FCD1

Uniform strength for uncracked regions corresponding to the age index specified in IDX1.

FCD2

Uniform strength for cracked regions corresponding to the age index specified in IDX1.

K

Strength ratio (ratio between the mean tensile strength and the mean compressive strength).

ECI

Tangent modulus of elasticity for the age index specified in IDX1.

EC

Reduced modulus of elasticity for the age index specified in IDX1.

EC1

Secant modulus of elasticity for he age index specified in IDX1.

EPSC1

Strain for the maximum compressive stress of concrete.

EPSC_LIM

Maximum compressive strain of concrete for the age index specified in IDX1.

EPSCUB

Maximum bending strain for the parabolic-rectangular diagram.

EPSCUC

Maximum compressive strain for the parabolic-rectangular diagram.

EPSCUU

Maximum strain for uniform stress diagram.

TSASSD

Type of stress-strain diagram for structural analysis:

0

User defined

1

Elastic-linear

2

Instantaneous loads

SAEPSNEW

Inserts a point in the stress-strain diagram of structural analysis The ordinate is interpolated between adjacent values.

VALUE:

New strain

SAEPSDEL

Deletes a point in the stress-strain diagram of structural analysis

VALUE:

Point index to be deleted

SAEPS

Moves a point in the stress-strain diagram of structural analysis

VALUE:

New strain

IDX1:

Point index

IDX2:

Curve index corresponding to the age

SASGM

Modifies the stress value of a point of the stress-strain diagram of structural analysis:

VALUE:

New stress value

IDX1:

Point index

IDX2:

Curve index corresponding to the age

TSDSSD

Type of the stress-strain diagram of structural analysis:

0

User defined

1

Parabolic-rectangular

2

Uniform stress

SDEPSNEW

Insert a point in the analysis stress-strain diagram. The ordinate is interpolated between adjacent values.

VALUE:

New strain

SDEPSDEL

Delete a point in the analysis stress-strain diagram.

VALUE:

Point index to be deleted

SDEPS

Moves a point in the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

IDX2:

Curve index corresponding to the age

SDSGM

Modifies the stress value of a point of the analysis stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

IDX2:

Curve index corresponding to the age

 

~CFMP, IMAT, CEB_S, Lab2, , VALUE, IDX1

Lab1= CEB_S

Modifies specific data of code (CEB-Reinforcement steel).

Lab2

Description

GAMS

Steel’s safety factor.

FYK

Characteristic yield stress.

FYD

Design yield stress.

FTK

Characteristic tensile strength.

EPSUK

Characteristic elongation at maximum load.

DUCT

Steel’s Ductility:

S

If EPSuk >0.060 and ftk/fyk > 1.15

A

If EPSuk >0.050 and ftk/fyk > 1.08

B

If EPSuk >0.025 and ftk/fyk > 1.05

NONE

In other cases

TSASSD

Type of stress-strain diagram for structural analysis

0

User defined

1

Elastic-linear

2

Bi-linear

SAEPSNEW

Inserts a point in the stress-strain diagram of structural analysis The ordinate (stress) is interpolated between adjacent values.

VALUE:

New strain

SAEPSDEL

Deletes a point in the stress-strain diagram of structural analysis

VALUE:

Point index to be deleted

SAEPS

Moves a point in the stress-strain diagram of structural analysis

VALUE:

New strain

IDX1:

Point index

SASGM

Modifies the stress value of a point of the stress-strain diagram of structural analysis:

VALUE:

New stress value

IDX1:

Point index

TSDSSD

Type of the stress-strain diagram of structural analysis:

0

User defined

1

Bi-linear

SDEPSNEW

Inserts a point in the analysis stress-strain diagram. The ordinate is interpolated between adjacent values.

VALUE:

New strain

SDEPSDEL

Deletes a point in the analysis stress-strain diagram.

VALUE:

Point index to be deleted

SDEPS

Moves a point in the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

SDSGM

Modifies the stress value of a point of the analysis stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

 

 

~CFMP, IMAT, EHE_C, Lab2, , VALUE, IDX1, IDX2

Lab1= EHE_C

Modifies specific data of code (EHE-Concrete).

Lab2

Description

CETP

Type of cement:

N

Normal hardening concrete. Default value.

R

Rapid hardening concrete.

S

Slow hardening concrete.

GAMC

Concrete’s partial safety factor

FCK

Characteristic compressive strength.

FCM

Mean compressive strength.

FCD

Design compressive strength.

FCTM

Mean tensile strength.

FCTK_005

Lower characteristic tensile strength.

FCTK_095

Upper characteristic tensile strength.

EPSC1

Strain of the maximum compressive stress.

EPSCLIM

Maximum compressive strain.

ECI

Tangent modulus elasticity of concrete modulus.

K

Coefficient dependent on the type of cement ((EHE-1998 Art.3.1.2.5.2; EHE-2008 Art. 31.3):

CeTp= N

K = 0.25

CeTp= R

K = 0.20

CeTp= S

K = 0.38

BETC

Coefficient depending on concrete’s age for the age index indicated in IDX1.

FCK_J

Characteristic compressive strength of concrete for the age index indicated in IDX1.

FCM_J

Mean compressive strength of concrete for the age ratio indicated in IDX1.

FCD_J

Design compressive strength of concrete for the age ratio indicated in IDX1.

BETT

Coefficient which depends on concrete age for the age index indicated in IDX1.

FCTM_J

Mean tensile strength corresponding to the stress-strain curve specified in Idx1 (Idx1= 1,2,3,.., NAGE).

E0J

Initial tangent modulus of elasticity for the age index indicated in IDX1.

EJ

Instantaneous secant modulus of elasticity for the age index indicated in IDX1.

TSASSD

Type of stress-strain diagram for structural analysis:

0

User defined

1

Elastic-linear

2

Instantaneous loads

SAEPSNEW

Inserts a point in the stress-strain diagram of structural analysis The ordinate is interpolated between adjacent values.

VALUE:

New strain

SAEPSDEL

Deletes a point in the stress-strain diagram of structural analysis

VALUE:

Point index to be deleted

SAEPS

Moves a point in the stress-strain diagram of structural analysis

VALUE:

New strain

IDX1:

Point index

IDX2:

Curve index corresponding to the age

SASGM

Modifies the stress value of a point of the stress-strain diagram of structural analysis:

VALUE:

New stress value

IDX1:

Point index

IDX2:

Curve index corresponding to the age

TSDSSD

Type of the analysis stress-strain diagram:

0

User defined

1

Parabolic-rectangular

2

Bi-linear

3

Rectangular

SDEPSNEW

Inserts a point in the analysis stress-strain diagram. The ordinate is interpolated between adjacent values.

VALUE:

New strain

SDEPSDEL

Deletes a point in the analysis stress-strain diagram.

VALUE:

Point index to be deleted

SDEPS

Moves a point in the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

IDX2:

Curve index corresponding to the age

SDSGM

Modifies the stress value of a point of the analysis stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

IDX2:

Curve index corresponding to the age

 

~CFMP, IMAT, EHE_S, Lab2, , VALUE, IDX1, IDX2

Lab1= EHE_S

Modifies the specific data of code (EHE-Reinforcement steel).

Lab2

Description

GAMS

Steel partial safety factor

FYK

Steel characteristic elastic limit

FYD

Design tensile strength.

FYCD

Design compressive strength.

FMAX

Characteristic tensile strength.

EPSMAX

Characteristic elongation at maximum load.

TSASSD

Type of stress-strain diagram for structural analysis

0

User defined

1

Elastic-linear

2

Bi-linear

SAEPSNEW

Inserts a point in the stress-strain diagram of structural analysis The ordinate is interpolated between adjacent values.

VALUE:

New strain

SAEPSDEL

Deletes a point in the stress-strain diagram of structural analysis

VALUE:

Point index to be deleted

SAEPS

Moves a point in the stress-strain diagram of structural analysis

VALUE:

New strain

IDX1:

Point index

SASGM

Modifies the stress value of a point of the stress-strain diagram of structural analysis:

VALUE:

New stress value

IDX1:

Point index

TSDSSD

Type of the stress-strain diagram of structural analysis:

0

User defined

1

Bi-linear with horizontal top branch

2

Bi-linear with inclined top branch.

SDEPSNEW

Inserts a point in the analysis stress-strain diagram. The ordinate is interpolated between adjacent values.

VALUE:

New strain

SDEPSDEL

Deletes a point in the analysis stress-strain diagram.

VALUE:

Point index a to be deleted

SDEPS

Moves a point in the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

SDSGM

Modifies the stress value of a point of the analysis stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

 

~CFMP, IMAT, EHE_Pres, Lab2, , VALUE, IDX1, IDX2

Lab1= EHE_Pres

Modifies the code properties (EHE-Prestressing steel).

Lab2

Description

GAMS

Steel safety factor

Fmax

Characteristic tensile strength

Fpk

Characteristic yield stress

Fpd

Design tensile strength

AgeR1

Relaxation time 1 (in hours)

AgeR2

Relaxation time 2 (in hours)

R1_60

Relaxation for AgeR1 and 60%Fmax

R1_70

Relaxation for AgeR1 and 70%Fmax

R1_80

Relaxation for AgeR1 and 80%Fmax

R2_60

Relaxation for AgeR2 and 60%Fmax

R2_70

Relaxation for AgeR2 and 70%Fmax

R2_80

Relaxation for AgeR2 and 80%Fmax

TSASSD

Type of stress-strain diagram for structural analysis

0

User defined

1

Elastic-linear

2

Bi-linear

3

Characteristic diagram

SAEPSNEW

Inserts a point in the stress-strain diagram of structural analysis The ordinate is interpolated between adjacent values.

VALUE:

New strain

SAEPSDEL

Deletes a point in the stress-strain diagram of structural analysis

VALUE:

Point index to be deleted

SAEPS

Moves a point in the stress-strain diagram of structural analysis

VALUE:

New strain

IDX1:

Point index

SASGM

Modifies the stress value of a point of the stress-strain diagram of structural analysis:

VALUE:

New stress value

IDX1:

Point index

TSDSSD

Type of the stress-strain diagram of structural analysis:

0

User defined

1

Design diagram

SDEPSNEW

Inserts a point in the analysis stress-strain diagram. The ordinate is interpolated between adjacent values.

VALUE:

New strain

SDEPSDEL

Deletes a point in the analysis stress-strain diagram.

VALUE:

Point index a to be deleted

SDEPS

Moves a point in the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

SDSGM

Modifies the stress value of a point of the analysis stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

 

~CFMP, IMAT, BS_C, Lab2, , VALUE, IDX1, IDX2

Lab1= BS_C

Modifies specific data of code (BS8110-Concrete).

Lab2

Description

CETP

Type of cement:

S

Slow hardening cements

N

Normal hardening cements. By default.

R

Rapid hardening cements

RS

Rapid hardening high strength cements

GAMC

Partial safety factor for concrete.

FCU

Characteristic 28 day compressive strength.

EPSC1

Strain of the concrete’s peak compressive stress..

EPSCU

Ultimate compression strain.

S

Coefficient depending on the type of cement:

CeTp=S:

s= 0.38

CeTp=N:

s= 0.25

CeTp=R:

s= 0.25

CeTp=RS:

s= 0.20

BETCC

Coefficient which depends on concrete age. The age index must be specified in IDX1.

FCU_T

Mean t day compressive strength corresponding to the age index indicated in IDX1.

Ko

Coefficient related to the elastic modulus of aggregates.

EC28

Modulus of elasticity at 28 days.

EC_T

Tangent modulus of elasticity corresponding to the age ratio indicated in IDX1.

TSASSD

Type of stress-strain diagram for structural analysis:

0

User Defined

1

Elastic-linear

2

Structural analysis

SAEPSNEW

Insert a point in the strain-stress diagram of structural analysis. The ordinate (stress) interpolates between the adjacent values.

VALUE:

New strain

SAEPSDEL

Deletes a stress-strain diagram of structural analysis.

VALUE:

Point index to be deleted

SAEPS

Moves a point in the stress-strain diagram of structural analysis.

VALUE:

New strain

IDX1:

Point index

IDX2:

Curve index corresponding to the age.

SASGM

Modifies the values of the stress at a point of the stress-strain diagram of structural analysis:

VALUE:

New value of tension

IDX1:

Point index

IDX2:

Curve index corresponding to age

TSDSSD

Type of stress-strain diagram for section’s analysis:

0

User defined

1

Parabolic-rectangular

2

Rectangular

SDEPSNEW

Insert a point in the analysis stress-strain diagram. The ordinate interpolates between adjacent values.

VALUE:

New strain

SDEPSDEL

Deletes a point in the analysis stress-strain diagram.

VALUE:

Point index to be deleted

SDEPS

Moves a point in the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

IDX2:

Curve index corresponding to the age

SDSGM

Modifies the value of the stress of a point of the analysis stress-strain diagram:

VALUE:

New value of tension

IDX1:

Point index

IDX2:

Curve index corresponding to the age

 

~CFMP, IMAT, BS_S, Lab2, , VALUE, IDX1

Lab1= BS_S

Modifies specific data of code BS8110.

 Lab2

Description

GAMS

Steel’s safety factor.

FYK

Characteristic yield stress.

FYD

Design yield stress.

FTK

Characteristic tensile strength.

EPSUK

Characteristic elongation at maximum load.

DUCT

Steel ductility:

Duct= HIGH

If EPSuk >0.050 and ftk/fyk > 1.08

Duct= NORMAL

If EPSuk >0.025 and ftk/fyk > 1.05

Duct= NONE

In other cases

TSASSD

Type of stress-strain diagram for structural analysis:

0

User defined

1

Elastic-linear

2

Bi-linear

SAEPSNEW

Insert a point in the stress-strain diagram of structural analysis. The ordinate (stress) is interpolated between adjacent values.

VALUE:

New strain

SAEPSDEL

Deletes a point of the stress-strain diagram of structural analysis.

VALUE:

Point index to be deleted

SAEPS

Moves a point of the stress-strain diagram of structural analysis.

VALUE:

New strain

IDX1:

Index of the point

SASGM

Modifies the stress value of a point of the stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

TSDSSD

Type of stress-strain diagram for section’s analysis:

0

User defined

1

Bi-linear

SDEPSNEW

Inserts a point in the analysis stress-strain diagram. The ordinate is interpolated between the adjacent values.

VALUE:

New strain

SDEPSDEL

Deletes a point in the analysis stress-strain diagram.

VALUE:

Point index to be deleted

SDEPS

Moves a point of the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

SDSGM

Modifies a point’s stress value of the analysis stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

 

~CFMP, IMAT, GB_C, Lab2, , VALUE, IDX1, IDX2

Lab1= GB_C

Modifies the specific data of code GB50010.

Lab2

Description

CETP

Type of cement:

SL

Slow hardening cements

N

Normal hardening cements. By default.

R

Rapid hardening cements

RS

Rapid hardening high strength cements

GAMC

Partial safety factor for concrete.

FCUK

Standard 28-day compressive strength (cube strength).

ALPC1

Prism strength and cube strength ratio.

ALPC1=0.76 + 0.06*(fcuk - 50.0)/30.0

ALPC2

Brittle reduction coefficient.

ALPC2=1 - 0.13*(fcuk - 40.0)/40.0

DELTA

Variation coefficient.

Fcuk

C15

C20

C25

C30

C35

C40

C45

C50

C55

C60-C80

Delta

0.21

0.18

0.16

0.14

0.13

0.12

0.12

0.11

0.11

0.10

FCK

Standard axial compressive strength.

fck=0.88*ALPc1*ALPc2*fcuk

FC

Design value for axial compressive strength:

FC

≥ 0

FCD

FCK / GAMc

FTK

Standard tensile strength.

ftk =0.88*0.395*(fcuk**0.55)*(1-1.645*delta)**0.45*ALPc2

FT

Design value for tensile strength.

ft = ftk/GAMc

S

Coefficient which depends on type of cement:

CeTp=SL:

s= 0.38

CeTp=N:

s= 0.25

CeTp=R:

s= 0.25

CeTp=RS:

s= 0.20

BETCC

Coefficient which depends on concrete age t. The age index must be specified in IDX1.

BETcc=*exp{s*[1-(28/Age)^1/2]}

Fck_t

Standard t day compressive strength. The age index must be specified in IDX1.

fck_t=BETcc*fck

Fc_t

Design t day compressive strength. The age index must be specified in IDX1.

fc_t=fck_t/GAMc

Ec_t

Modulus of elasticity. The age index must be specified in IDX1.

Ec=1.D5/(2.2D0+34.7D0/Fcuk/BETcc) [MPa]

N

Exponent of the stress strain diagram.

n=2-(fcuk-50)/60 [MPa]

EPS0

Compressive strain at fc:

EPS0 = 0.002+0.5*(fcuk-50)*10E-5 [MPa]

EPSCU

Limit compressive strain in concrete:

EPScu = 0.0033-(fcuk-50)*10E-5 [MPa]

TSASSD

Type of stress-strain diagram for structural analysis:

0

User Defined

1

Elastic-linear

2

Structural analysis

SAEPSNEW

Insert a point in the strain-stress diagram of structural analysis. The ordinate (stress) interpolates between the adjacent values.

VALUE:

New strain

SAEPSDEL

Deletes a stress-strain diagram of structural analysis.

VALUE:

Point index to be deleted

SAEPS

Moves a point in the stress-strain diagram of structural analysis.

VALUE:

New strain

IDX1:

Point index

IDX2:

Curve index corresponding to the age.

SASGM

Modifies the values of the stress at a point of the stress-strain diagram of structural analysis:

VALUE:

New value of tension

IDX1:

Point index

IDX2:

Curve index corresponding to age

TSDSSD

Type of stress-strain diagram for section’s analysis:

0

User defined

1

Parabolic-rectangular

SDEPSNEW

Insert a point in the analysis stress-strain diagram. The ordinate interpolates between adjacent values.

VALUE:

New strain

SDEPSDEL

Deletes a point in the analysis stress-strain diagram.

VALUE:

Point index to be deleted

SDEPS

Moves a point in the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

IDX2:

Curve index corresponding to the age

SDSGM

Modifies the value of the stress of a point of the analysis stress-strain diagram:

VALUE:

New tension value

IDX1:

Point index

IDX2:

Curve index corresponding to the age

 

~CFMP, IMAT, GB_S, Lab2, , VALUE, IDX1

Lab1= GB_S

Modifies specific data of code GB50010 (Reinforcement steel).

 Lab2

Description

GAMS

Safety factor for steel

FYK

Characteristic yield stress

FY

Design tensile strength

TSASSD

Type of stress-strain diagram for structural analysis:

0

User defined

1

Elastic-linear

2

Bi-linear

SAEPSNEW

Insert a point in the stress-strain diagram of structural analysis. The ordinate (stress) is interpolated between adjacent values.

VALUE:

New strain

SAEPSDEL

Deletes a point of the stress-strain diagram of structural analysis.

VALUE:

Point index to be deleted

SAEPS

Moves a point of the stress-strain diagram of structural analysis.

VALUE:

New strain

IDX1:

Index of the point

SASGM

Modifies the stress value of a point of the stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

TSDSSD

Type of stress-strain diagram for section’s analysis:

0

User defined

1

Bi-linear

SDEPSNEW

Inserts a point in the analysis stress-strain diagram. The ordinate is interpolated between the adjacent values.

VALUE:

New strain

SDEPSDEL

Deletes a point in the analysis stress-strain diagram.

VALUE:

Point index to be deleted

SDEPS

Moves a point of the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

SDSGM

Modifies a point’s stress value of the analysis stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

 

~CFMP, IMAT, NBR_C, Lab2, , VALUE, IDX1, IDX2

Lab1= NBR_C

Modifies specific data of code (NBR6118-Concrete).

Lab2

Description

CETP

Type of Cement:

CPI

Normal hardening cements. Default value

CPII

Normal hardening composite cements

CPIII

Slow hardening blast furnace cements

CPIV

Slow hardening puzzolanic cements

CPV

Rapid hardening high strength cements

GAMC

Partial safety factor for concrete

FCK

Characteristic 28 day compressive strength

FCM

Mean 28 day compressive strength

FCM=FCK+1.65*SD

FCD

Design 28 day compressive strength

FCD=FCK/GAMC

FCTM

Mean tensile strength

FCTM=0.30*(FCK^(2/3)) [MPa]

FCTK_INF

Lower characteristic tensile strength

FCTK_INF=0.21*(FCK^(2/3)) [MPa]

FCTK_SUP

Upper characteristic tensile strength

FCTK_SUP=0.39*(FCK^(2/3)) [MPa]

SD

Standar deviation (SD= 4 MPa by default)

S

Coefficient which depends on type of cement

CPI

S=0.25

CPII

S=0.25

CPIII

S=0.38

CPIV

S=0.38

CPV

S=0.20

BET1

Coefficient which depends on type of cement

BET1=exp{s*[1-(28/Age)^1/2]}

Age: Concrete age (days)

FCK_J

Characteristic j day compressive strength

FCK_J=FCK*BET1

FCM_J

Mean j day compressive strength

FCM_J=FCK_J+1.65*SD

FCD_J

Design j day compressive strength

If Age < 28 then FCD_J=FCK_J/GAMC

If Age >=28 then FCD_J=FCK/GAMC

ECI

Initial tangent modulus of elasticity

ECI=5600*FCK_J^1/2

ECS

Secant modulus of elasticity

ECS=0.85*ECI

TSASSD

Type of stress-strain diagram of structural analysis:

0

User defined

1

Elastic-linear

NPSASSD

Number of points of the diagram

SAEPS

Moves a point in the stress-strain diagram of structural analysis

VALUE:

New strain

IDX1:

Point index

IDX2:

Curve index corresponding to the age

SASGM

Modifies the stress value of a point of the stress-strain diagram of structural analysis:

VALUE:

New stress value

IDX1:

Point index

IDX2:

Curve index corresponding to the age

TSDSSD

Type of analysis stress-strain diagram:

0

Definido por el usuario

1

Parabolic-rectangular

NPSDSSD

Number of points of the diagram

SDEPS

Moves a point in the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

IDX2:

Curve index corresponding to the age

SDSGM

Modifies the stress value of a point of the analysis stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

IDX2:

Curve index corresponding to the age

 

~CFMP, IMAT, NBR_S, Lab2, , VALUE, IDX1, IDX2

Lab1= NBR_S

Modifies the specific data of code (NBR6118-Reinforced steel).

Lab2

Description

GAMS

Safety factor for steel

FYK

Characteristic yield stress

FYD

Design tensile strength

FYD=FYK/GAMS

FSTK

Characteristic tensile strength

EPSUK

Characteristic elongation at maximum load

TSASSD

Type of stress-strain diagram of structural analysis:

0

User defined

1

Elastic-linear

2

Bi-linear

NPSASSD

Number of points of the diagram

SAEPS

Moves a point in the stress-strain diagram of structural analysis

VALUE:

New strain

IDX1:

Point index

SASGM

Modifies the stress value of a point of the stress-strain diagram of structural analysis:

VALUE:

New stress value

IDX1:

Point index

TSDSSD

Type of analysis stress-strain diagram:

0

User defined

1

Bi-linear

NPSDSSD

Number of points of the diagram

SDEPS

Moves a point in the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

SDSGM

Modifies the stress value of a point of the analysis stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

 

~CFMP, IMAT, IS_C, Lab2, , VALUE, IDX1, IDX2

Lab1= IS_C

Modifies specific data of indian code (IS456-Concrete).

Lab2

Description

CETP

Type of Cement:

SL

Slow hardening cements.

N

Normal hardening cements. Default value

R

Rapid hardening cements

RS

Rapid hardening high strength cements

GAMC

Partial safety factor for concrete

FCK

Characteristic 28 day compressive strength

FCD

Design 28 day compressive strength

FCD=FCK/GAMC

FCT

Characteristic tensile strength

FCT=0.70*(FCK^(1/2)) [MPa]

S

Coefficient which depends on the type of cement:

CeTp= SL

s = 0.38

CeTp= N

s = 0.25

CeTp= R

s = 0.25

CeTp= RS

s = 0.20

BETCC

Coefficient depending on the concrete’s age for the age index specified in IDX1

BET1=exp{s*[1-(28/Age)^1/2]}

Age: Concrete age (days)

FCK_T

Characteristic t day compressive strength

FCK_T=BETCC*FCK  [MPa]

FCD_T

Design t day compressive strength

FCD_T= FCK_T/GAMC

EC

Modulus of elasticity at 28 days

EC=5000*FCK^1/2

EC_T

Modulus of elasticity

EC_T=5000*FCK_T^1/2

TSASSD

Type of stress-strain diagram of structural analysis:

0

User defined

1

Elastic-linear

NPSASSD

Number of points of the diagram

SAEPS

Moves a point in the stress-strain diagram of structural analysis

VALUE:

New strain

IDX1:

Point index

IDX2:

Curve index corresponding to the age

SASGM

Modifies the stress value of a point of the stress-strain diagram of structural analysis:

VALUE:

New stress value

IDX1:

Point index

IDX2:

Curve index corresponding to the age

TSDSSD

Type of analysis stress-strain diagram:

0

User defined

1

Parabolic-rectangular

NPSDSSD

Number of points of the diagram

SDEPS

Moves a point in the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

IDX2:

Curve index corresponding to the age

SDSGM

Modifies the stress value of a point of the analysis stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

IDX2:

Curve index corresponding to the age

 

~CFMP, IMAT, IS_S, Lab2, , VALUE, IDX1, IDX2

Lab1= IS_S

Modifies the specific data of Indian code (IS456- Reinforced steel).

Lab2

Description

GAMS

Safety factor for steel

FY

Characteristic yield stress

FYD

Design tensile strength

FYD=FY/GAMS

FT

Characteristic tensile strength

EPSUK

Characteristic elongation at maximum load

TSASSD

Type of stress-strain diagram of structural analysis:

0

User defined

1

Elastic-linear

2

Bi-linear

NPSASSD

Number of points of the diagram

SAEPS

Moves a point in the stress-strain diagram of structural analysis

VALUE:

New strain

IDX1:

Point index

SASGM

Modifies the stress value of a point of the stress-strain diagram of structural analysis:

VALUE:

New stress value

IDX1:

Point index

TSDSSD

Type of analysis stress-strain diagram:

0

User defined

1

Bi-linear

NPSDSSD

Number of points of the diagram

SDEPS

Moves a point in the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

SDSGM

Modifies the stress value of a point of the analysis stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

 

 

~CFMP, IMAT, SP_C, Lab2, , VALUE, IDX1, IDX2

Lab1= SP_C

Modifies specific data of russian codes.

Lab2

Description

CETP

Type of Cement:

SL

Slow hardening cements.

N

Normal hardening cements. Default value

R

Rapid hardening cements

RS

Rapid hardening high strength cements

GAMB

Partial safety factor for concrete (compression)

GAMBT

Partial safety factor for concrete (tension)

RBN

Characteristic 28 day compressive strength

RB

Design 28 day compressive strength

RB=RBN/GAMC

RBTN

Characteristic 28 day tensile strength

 

RBT

Design 28 day tensile strength

RBT=RBTN/GAMC

RBN_T

Characteristic t day compressive strength

RB_T

Design t day compressive strength

EB

Initial modulus of elasticity

EPSB0

Strain at the end of the second segment of the strain-stress curve

EPSB2

Ultimate strain in compression

S

Coefficient which depends on the type of cement:

CeTp= SL

s = 0.38

CeTp= N

s = 0.25

CeTp= R

s = 0.25

CeTp= RS

s = 0.20

BETCC

Coefficient depending on the concrete’s age for the age index specified in IDX1

BET1=exp{s*[1-(28/Age)^1/2]}

Age: Concrete age (days)

TSASSD

Type of stress-strain diagram of structural analysis:

0

User defined

1

Elastic-linear

2

Bi-linear

3

Tri-linear

NPSASSD

Number of points of the diagram

SAEPS

Moves a point in the stress-strain diagram of structural analysis

VALUE:

New strain

IDX1:

Point index

IDX2:

Curve index corresponding to the age

SASGM

Modifies the stress value of a point of the stress-strain diagram of structural analysis:

VALUE:

New stress value

IDX1:

Point index

IDX2:

Curve index corresponding to the age

TSDSSD

Type of analysis stress-strain diagram:

0

User defined

1

Bi-linear

2

Tri-linear

NPSDSSD

Number of points of the diagram

SDEPS

Moves a point in the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

IDX2:

Curve index corresponding to the age

SDSGM

Modifies the stress value of a point of the analysis stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

IDX2:

Curve index corresponding to the age

 

~CFMP, IMAT, SP_S, Lab2, , VALUE, IDX1, IDX2

Lab1= SP_S

Modifies the specific data of russian codes.

Lab2

Description

GAMS

Safety factor for steel

RSN

Characteristic yield stress

RS

Design tensile strength

RS=RSN/GAMS

RSW

Design yield stress of stirrups

RSW= Min(0.8*Rs,300 MPa)

EPSS2

Characteristic elongation at maximum load

TSASSD

Type of stress-strain diagram of structural analysis:

0

User defined

1

Elastic-linear

2

Bi-linear

3

Tri-linear

NPSASSD

Number of points of the diagram

SAEPS

Moves a point in the stress-strain diagram of structural analysis

VALUE:

New strain

IDX1:

Point index

SASGM

Modifies the stress value of a point of the stress-strain diagram of structural analysis:

VALUE:

New stress value

IDX1:

Point index

TSDSSD

Type of analysis stress-strain diagram:

0

User defined

1

Bi-linear

3

Tri-linear

NPSDSSD

Number of points of the diagram

SDEPS

Moves a point in the analysis stress-strain diagram.

VALUE:

New strain

IDX1:

Point index

SDSGM

Modifies the stress value of a point of the analysis stress-strain diagram:

VALUE:

New stress value

IDX1:

Point index

 

 

~CFMP, IMAT, FLZONE, Lab2, Lab3, VALUE, IDX1

Lab1= FLZONE

Allows defining or modifying FLAC3D material properties for soil and rock elements (only for Type=5 or 6).

 Lab2

Lab3

Description

CMOD

 

Type of constitutive model

1

Null model

2

Elastic isotropic (default)

3

Elastic orthotropic

4

Elastic transversely isotropic

5

Drucker-Prager

6

Mohr-Coulomb

7

Ubiquitous-joint

8

Strain-hardening/softening

9

Bilinear strain-hard/soft ubiquitous-joint

10

Double-yield

11

Modified Cam-Clay

ISO

bu

Elastic bulk modulus, K

K=E/3/(1-2*Nu)

 

sh

Elastic shear modulus, G

G=E/2/(1+Nu)

ORT

dd

Dip direction of plane defined by axes 1'-2'

 

dip

Dip angle of plane defined by axes 1'-2'

 

e1

Young's modulus in direction 1'

 

e2

Young's modulus in direction 2'

 

e3

Young's modulus in direction 3'

 

g12

Shear modulus in planes parallel to axes 1'-2'

 

g13

Shear modulus in planes parallel to axes 1'-3'

 

g23

Shear modulus in planes parallel to axes 2'-3'

 

nu12

Poisson´s ratio characterizing lateral contraction in direction 1' when tension is applied in direction 2'

 

nu13

Poisson´s ratio characterizing lateral contraction in direction 1' when tension is applied in direction 3'

 

nu23

Poisson´s ratio characterizing lateral contraction in direction 2' when tension is applied in direction 3'

 

nx

x-component of unit normal to plane defined by axes 1'-2'

 

ny

y-component of unit normal to plane defined by axes 1'-2'

 

nz

z-component of unit normal to plane defined by axes 1'-2'

 

rot

Rotation angle between the 1' axis and the dip-direction vector, defined positive clockwise from the dip-direction vector

TRA

dd

Dip direction of plane of isotropy

 

Dip

Dip angle of plane of isotropy

 

E1

Young's modulus in the plane of isotropy

 

E3

Young's modulus normal to the plane of isotropy

 

G13

Shear modulus for any plane normal to the plane of isotropy

 

Nu12

Poisson´s ratio characterizing lateral contraction in the plane of isotropy when tension is applied in the plane

 

Nu13

Poisson´s ratio characterizing lateral contraction in the plane of isotropy when tension is applied normal to the plane

DP

Bu

Elastic bulk modulus, K

 

Ks

Material parameter, phi

 

Qd

Material parameter,qpsi

 

Qv

Material parameter, phi

 

Sh

Elastic shear modulus, G

 

ten

Tension limit, SIGt

MC

bu

Elastic bulk modulus, K

 

C

Cohesion, c

 

Di

Dilation angle, psi

 

Fric

Internal angle of friction, phi

 

Sh

Elastic shear modulus, G

 

ten

Tension limit, SIGt

UJ

bu

Elastic bulk modulus, K

 

C

Cohesion of matrix, c

 

Di

Dilation angle of matrix, psi

 

Fric

Internal angle of friction, phi

 

Jc

Joint cohesion, cj

 

Jdd

Dip direction of weakness plane

 

Jdil

Joint dilation angle, psij

 

Jdip

Dip angle of weakness plane

 

Jf

Joint friction angle, phij

 

Jnx

x-component of unit normal to weakness plane

 

Jny

y-component of unit normal to weakness plane

 

Jnz

z-component of unit normal to weakness plane

 

Jt

Joint tension limit, SIGtj

 

Sh

Elastic shear modulus, G

 

ten

Tension limit of matrix, SIGt

HS

bu

Elastic bulk modulus, K

 

C

Cohesion, c

 

Ct

Number of table relating cohesion to plastic shear strain

 

Di

Dilation angle, psi

 

Dt

Number of table relating dilation angle to plastic shear strain

 

Fric

Angle of internal friction, phi

 

Ft

Number of table relating friction angle to plastic shear strain

 

Sh

Elastic shear modulus, G

 

Ten

Tension limit, SIGt

 

tt

Number of table relating tension limit to plastic tensil strain

BHS

Bij

=0 for joint linear model (default)

=1 for joint bilinear model

 

Bim

=0 for matrix linear model (default)

=1 for matrix bilinear model

 

bu

Elastic bulk modulus, K

 

C2

Number of table relating matrix cohesion c2 to matrix plastic shear strain

 

Cj

Number of table relating joint cohesion cj1 to joint plastic shear strain

 

Cj2

Number of table relating joint cohesion cj2 to joint plastic shear strain

 

C

Matrix cohesion, c1

 

Co2

Matrix cohesion, c2

 

Ct

Number of table relating matrix cohesion c1 to matrix plastic shear strain

 

D2

Number of table relating matrix dilation psi2 to matrix plastic shear strain

 

Di2

Matrix dilation angle, psi2

 

Di

Matrix dilation angle, psi1

 

Dj

Number of table relating joint dilation psij1 to joint plastic shear strain

 

Dj2

Number of table relating joint dilation psij2 to joint plastic shear strain

 

Dt

Number of table relating matrix dilation angle psi1 to matrix plastic shear strain

 

F2

Number of table relating matrix friction angle phi2 to matrix plastic shear strain

 

Fj

Number of table relating joint friction angle phij1 to joint plastic shear strain

 

Fj2

Number of table relating joint friction angle phij2 to joint plastic shear strain

 

Fr2

Matrix friction angle, phi2

 

Fric

Matrix friction angle, phi1

 

Ft

Number of table relating matrix friction phi1 to matrix plastic shear strain

 

Jc2

Joint cohesion,cj2

 

Jc

Joint cohesion,cj1

 

Jdd

Dip direction of weakness plane

 

Jdil

Joint dilation angle, psij1

 

Jdip

Dip angle of weakness plane

 

Jd2

Joint dilation angle, psij2

 

Jf

Joint friction angle, phij1

 

Jf2

Joint friction angle, phij2

 

Jnx

x-component of unit normal to weakness plane

 

Jny

y-component of unit normal to weakness plane

 

Jnz

z-component of unit normal to weakness plane

 

Jt

Joint tension limit, SIGtj

 

Sh

Elastic shear modulus, G

 

Ten

Matrix tension limit,SIGt

 

Tj

Number of table relating joint tension limit SIGtj to joint plastic tensile strain

 

Tt

Number of table relating matrix tension limit SIGtj to joint plastic tensile strain

DY

Bu

Elastic bulk modulus, K

 

Cap_p

Current intersection of volumetric yield surface (cap) with pressure (mean stress) axis, pc

 

C

Cohesion, c

 

Cp

Number of table relating cap pressure to plastic volume strain

 

Ct

Number of table relating cohesion to plastic shear strain

 

Di

Dilation angle, psi

 

Dt

Number of table relating dilation angle to plastic shear strain

 

Ev

Accumulated plastic volumetric strain

 

F

Angle of internal friction, phi

 

Ft

Number of table relating friction angle to plastic shear strain

 

Mu

Multiplier on current plastic cap modulus to give elastic bulk and shear moduli, R

 

S

Maximum elastic shear modulus, G

 

T

Limit stress, SIGt

 

tt

Number of table relating tensile limit to plastic tensile strain

CC

Bulk_b

Maximum elastic bulk modulus,kmax

 

Cv

Initial specific volume, v0

 

Ka

Slope of elastic swelling line, kappa

 

L

Slope of normal consolidation line, lambda

 

Mm

Frictional constant, M

 

Mpc

Preconsolidation pressure, pc0

 

Mp1

Reference pressure, p1

 

Mv_l

Specific volume at reference pressure, p1, on normal consolidation line, vlambda

 

P

Poisson's ratio, nu

 

sh

Elastic shear modulus, G

 

~CFMP, IMAT, FLSEL, Lab2, Lab3, VALUE, IDX1

Lab1= FLSEL

Allows defining or modifying FLAC3D material properties for structural elements (only for Type=1, 2 or 3).

Lab2

Lab3

Description

TSEL

 

Type of structural element

1

BeamSEL (default option)

2

CableSEL

3

PileSEL

4

ShellSEL

5

GeogridSEL

6

LinerSEL

BEAM

density

Mass density, ro

 

emod

Young's modulus, E

 

Nu

Poisson's ratio, nu

 

pmoment

Plastic moment capacity, Mp

 

thexp

Thermal expansion coefficient, alphat

CABLE

density

Mass density, ro

 

Emod

Young's modulus, E

 

Gr_coh

Grout cohesive strength (force) per unit of length, cg

 

Gr_fric

Grout friction angle, phig (º)

 

Gr_k

Grout stiffness per unit length, kg

 

Gr_per

Grout exposed perimeter, pg

 

Slide

Large-strain sliding flag (default: OFF)

 

Slide_to

Large-strain sliding tolerance

 

Thexp

Thermal expansion coefficient, alphat

 

Ycomp

Compressive yield stength (force), Fc

 

ytens

Tensile yield strength (force), Ft

PILE

Density

Mass density, ro

 

Emod

Young's modulus, E

 

Nu

Poisson's ratio, nu

 

Pmoment

Plastic moment capacity, Mp

 

Thexp

Thermal expansion coefficient, alphat

 

Cs_scoh

Shear coupling spring cohesion per unit length, cs

 

Cs_sfric

Shear coupling spring friction angle, Phis (º)

 

Cs_sk

Shear coupling spring stiffness per unit length, ks

 

Cs_ncoh

Normal coupling spring cohesion per unit length, cn

 

Cs_nfric

Normal coupling spring friction angle, phin (º)

 

Cs_ngap

Normal coupling spring gap-use flag, g (default: OFF)

 

Cs_nk

Normal coupling stiffness per unit length, kn

 

Slide

Large-strain sliding flag (default: OFF)

 

Slide_to

Large-strain sliding tolerance

SHELL

Tbeh

Type of constitutive behavior

1

Isotropic (default option)

2

Orthotropic

 

Ele

Finite element type

1

CST

2

CSTH

3

DKT

4

DKT_CST

5

DKT_CSTH

 

Density

Mass density, ro

 

Emod

Young's modulus, E (Isotropic)

 

Nu

Poisson's ratio, nu (Isotropic)

 

E11

Orthotropic material property, e11

 

E12

Orthotropic material property, e12

 

E22

Orthotropic material property, e22

 

E33

Orthotropic material property, e33

 

Thexp

Thermal expansion coefficient, alphat

GEOG

Tbeh

Type of constitutive behavior

1

Isotropic (default option)

2

Orthotropic

 

Ele

Finite element type

1

CST

2

CSTH

3

DKT

4

DKT_CST

5

DKT_CSTH

 

Density

Mass density, ro

 

Emod

Young's modulus, E (Isotropic)

 

Nu

Poisson's ratio, nu (Isotropic)

 

E11

Orthotropic material property e11

 

E12

Orthotropic material property e12

 

E22

Orthotropic material property e22

 

E33

Orthotropic material property e33

 

Thexp

Thermal expansion coefficient, alphat

 

Cs_scoh

Coupling spring cohesion (stress units), c

 

Cs_sfric

Coupling spring friction angle, phi (º)

 

Cs_sk

Coupling spring stiffness per unit area, k

 

Slide

Large-strain sliding flag (default: OFF)

 

Slide_to

Large-strain sliding tolerance

LINER

Tbeh

Type of constitutive behavior

1

Isotropic (default option)

2

Orthotropic

 

Ele

Finite element type

1

CST

2

CSTH

3

DKT

4

DKT_CST

5

DKT_CSTH

 

Density

Mass density, ro

 

Emod

Young's modulus, E (Isotropic)

 

Nu

Poisson's ratio, nu (Isotropic)

 

E11

Orthotropic material property e11

 

E12

Orthotropic material property e12

 

E22

Orthotropic material property e22

 

E33

Orthotropic material property e33

 

Thexp

Thermal expansion coefficient, alphat

 

Cs_ncut

Normal coupling spring tensile strength (stress units), ft

 

Cs_nk

Normal coupling spring stiffness per unit area, kn

 

Cs_scoh

Shear coupling spring cohesion (stress units), c

 

Cs_scohr

Shear coupling spring residual cohesion (stress units), cr

 

Cs_sfric

Shear coupling spring friction angle, phi (º)

 

Cs_sk

Shear coupling spring stiffness per unit area, ks

 

Slide

Large-strain sliding flag (default: OFF)

 

Slide_to

Large-strain sliding tolerance

Notes

- More detailed information about parameters and formulae used is given in CivilFEM’s Theory Manual.

- The program follows an order of priority for the definition and modification of parameters. When changing a determined parameter, the priority order must be taken into account so as to be sure that, by changing any data, the related parameters are automatically changed. For instance, if the elasticity modulus (Ex) is changed, the transverse strain modulus (Gxy) is automatically modified by the program. However, if Gxy is changed, the elasticity modulus stays the same. The order of priority adopted by CivilFEM for the modification and definition of parameters and relationships between them is described in the CivilFEM Theory Manual.

- It is not possible to make the definition of a new material directly with the option User defined without being previously chosen one of the library materials. In case the material is not in the CivilFEM library, a material should be chosen to start up with and then modifications of its properties may be accomplished by changing its label from ‘LIB’ to ‘USER’.

- The actual release of the program does not contain the material data conforming Australian Standard AS3600. If this code is activated, the selected material (concrete or reinforced steel) will be filled out with the same parameters as the US concrete code ACI-318 requires.

Menu Paths

Main Menu > Civil Preprocessor > Materials> New

Main Menu > Civil Preprocessor > Materials> Modify

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