MAT_262 INPUT

Materials input data are only given as examples and should NOT be used in the design.

Input data is for shell elements only. Solid elements-specific parameters (if any) are ignored

AOPT input is not provided, as it is case-dependent.

Parameter Meaning Units Sample Input for Hexcel IM7/8552 Comment for the chosen value
RO Mass density kg/mm3 1.58e-6
EA Young's modulus - longitudinal direction MPa 165000 WWFE data
EB Young's modulus - transverse direction MPa 9000 WWFE data
PRBA Poisson's ratio ba (minor) -- 0.0185 WWFE data
PRCA Poisson's ratio ca (minor) - this property will not be used with 5-parameter Reissner-Mindlin shell elements (e.g. SHELL ELFORM=16); default = PRBA -- 0.0185 Same as PRBA
PRCB Poisson's ratio cb - this property will not be used with 5-parameter Reissner-Mindlin shell elements (e.g. SHELL ELFORM=16); default = PRBA -- 0.5 WWFE data
GAB Shear modulus AB MPa 5600 WWFE data
GBC Shear modulus BC MPa 2800 WWFE data
GCA Shear modulus CA MPa 5600 Same as GAB
DAF Flag to control failure of an integration point based on longitudinal (fiber) tensile failure:

EQ.0.0: IP fails if any damage variable reaches 1.0.

EQ.1.0: no failure of IP due to fiber tensile failure, da(i)=1.0

-- 1.0
DKF Flag to control failure of an integration point based on longitudinal (fiber) compressive failure:

EQ.0.0: IP fails if any damage variable reaches 1.0.

EQ.1.0: no failure of IP due to fiber compressive failure, dkink(i)=1.0

-- 1.0
DMF Flag to control failure of an integration point based on transverse (matrix) failure:

EQ.0.0: IP fails if any damage variable reaches 1.0.

EQ.1.0: no failure of IP due to fiber compressive failure, dkink(i)=1.0

-- 1.0
EPS Maximum effective strain for element layer failure. A value of unity would equal 100% strain.

GT.0.0: fails when effective strain calculated assuming material is volume preserving exceeds EFS.

LT.0.0: fails when effective strain calculated from the full strain tensor exceeds |EFS|.

mm/mm 0.15
GXC Fracture toughness for longitudinal (fiber) compressive failure mode.

GT.0.0: The given value will be regularized with the characteristic element length.

LT.0.0: Load curve ID = (-GXC) which defines the fracture toughness for fiber compressive failure mode as a function of characteristic element length. No further regularization.

N/mm 79.9 Due to the lack of experimental data specific to IM7/8552, assumed the same as measured experimentally in Ref. for T300/1034-C composite
GXT Fracture toughness for longitudinal (fiber) tensile failure mode.

GT.0.0: The given value will be regularized with the characteristic element length.

LT.0.0: Load curve ID = (-GXT) which defines the fracture toughness for fiber tensile failure mode as a function of characteristic element length. No further regularization.

N/mm 91.6 Due to the lack of experimental data specific to IM7/8552, assumed the same as measured experimentally in Ref. for T300/1034-C composite
GYC Fracture toughness for transverse (fiber) compressive failure mode.

GT.0.0: The given value will be regularized with the characteristic element length.

LT.0.0: Load curve ID = (-GYC) which defines the fracture toughness for transverse compressive failure mode as a function of characteristic element length. No further regularization.

N/mm 0.76 Due to the lack of experimental data specific to IM7/8552, assumed the same as provided in Ref. for T300/1034-C composite
GYT Fracture toughness for transverse (fiber) tensile failure mode.

GT.0.0: The given value will be regularized with the characteristic element length.

LT.0.0: Load curve ID = (-GYT) which defines the fracture toughness for transverse tensile failure mode as a function of characteristic element length. No further regularization.

N/mm 0.2 This parameter is equivalent to G_Ic obtained from DCB experiments.
GSL Fracture toughness for in-plane shear failure mode.

GT.0.0: The given value will be regularized with the characteristic element length.

LT.0.0: Load curve ID = (-GSL) which defines the fracture toughness for in-plane shear failure mode as a function of characteristic element length. No further regularization.

N/mm 0.8 This parameter is equivalent to G_IIc obtained from ENF experiments.
GXCO Fracture toughness for longitudinal (fiber) compressive failure mode to define bi-linear damage evolution.

GT.0.0: The given value will be regularized with the characteristic element length.

LT.0.0: Load curve ID = (-GXCO) which defines the fracture toughness for fiber compressive failure mode to define bi-linear damage evolution as a function of characteristic element length. No further regularization.

N/mm 7.99 Assuming that GXCO = 0.1 x GXC
GXTO Fracture toughness for longitudinal (fiber) tensile failure mode to define bi-linear damage evolution.

GT.0.0: The given value will be regularized with the characteristic element length.

LT.0.0: Load curve ID = (-GXTO) which defines the fracture toughness for fiber tensile failure mode to define bi-linear damage evolution as a function of characteristic element length. No further regularization.

N/mm 9.16 Assuming that GXTO = 0.1 x GXT
XC Longitudinal compressive strength, a-axis (positive value).

GT.0.0: constant value

LT.0.0: Load curve ID = (-XC) which defines the longitudinal compressive strength vs. longitudinal strain rate.

MPa 1590 WWFE data
XT Longitudinal tensile strength, a-axis (positive value).

GT.0.0: constant value

LT.0.0: Load curve ID = (-XT) which defines the longitudinal tensile strength vs. longitudinal strain rate.

MPa 2560 WWFE data
YC Transverse compressive strength, b-axis (positive value).

GT.0.0: constant value

LT.0.0: Load curve ID = (-YC) which defines the transverse compressive strength vs. transverse strain rate.

MPa 185 WWFE data
YT Transverse tensile strength, b-axis (positive value).

GT.0.0: constant value

LT.0.0: Load curve ID = (-YT) which defines the transverse tensile strength vs. transverse strain rate.

MPa 73 WWFE data
SL Shear strength, ab plane.

GT.0.0: constant value

LT.0.0: Load curve ID = (-SL) which defines the in-plane shear strength vs. in-plane strain rate.

MPa 90 (5.0%) WWFE data
XCO Longitudinal compressive strength at inflection point (positive value).

GT.0.0: constant value

LT.0.0: Load curve ID = (-XCO) which defines the longitudinal compressive strength at inflection points vs. longitudinal strain rate.

MPa 79.5 Assuming that XCO = 0.05 x XC (i.e. 5% XC)
XTO Longitudinal tensile strength at inflection point (positive value).

GT.0.0: constant value

LT.0.0: Load curve ID = (-XTO) which defines the longitudinal tensile strength at inflection points vs. longitudinal strain rate.

MPa 128 Assuming that XTO = 0.05 x XT (i.e. 5% XT)
FIO Fracture angle in pure transverse compression (in degrees, default = 53.0). Deg. 53.0 Default value
SIGY In-plane shear yield stress.

GT.0.0: constant value

LT.0.0: Load curve ID = (-SIGY) which defines the in-plane shear yield stress vs. in-plane shear strain rate.

MPa 60 (1%)
ETAN Tangent modulus for in-plane shear plasticity.

GT.0.0: constant value

LT.0.0: Load curve ID = (-ETAN) which defines the tangent modulus vs. in-plane shear strain rate.

MPa 750 Determined from Fig. 1 in Ref.
BETA Hardening parameter for in-plane shear plasticity (0.0 ≤ BETA ≤1.0).

EQ.0.0: Pure kinematic hardening

EQ.1.0: Pure isotropic hardening

0.0 < BETA < 1.0: mixed hardening.

-- 0.0
PFL Percentage of layers which must fail until crashfront is initiated. E.g. |PFL| = 80.0, then 80% of layers must fail until strengths are reduced in neighboring elements. Default: all layers must fail. A single layer fails if 1 in-plane IP fails (PFL > 0) or if 4 in-plane IPs fail (PFL < 0). 100 Default value
PUCK Flag for evaluation and post-processing of Puck’s inter-fiber-failure criterion (IFF, see Puck, Kopp and Knops [2002]).

EQ.0.0: no evaluation of Puck’s IFF-criterion.

EQ.1.0: Puck’s IFF-criterion will be evaluated

-- 1.0
SOFT Softening reduction factor for material strength in crashfront elements (default = 1.0). TFAIL must be greater than zero to activate this option. Crashfront elements are elements that are direct neighbors of failed (deleted) elements.

It is a mathematical expedient to avoid global buckling. Physical interpretation: damage zone (delaminations and cracks) ahead of crush front

-- 0.57 "Baseline" value used in Ref. (page 19).
DT

Strain rate averaging option.

EQ.0.0: Strain rate is evaluated using a running average.

LT.0.0: Strain rate is evaluated using average of last 11 time steps.

GT.0.0: Strain rate is averaged over the last DT time units.

-- no input