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OrthoMat.db
โฐ
โฐ
No microstructure selected
E
max
E
min
Microstructure characteristics
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General information
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Vol. fraction
-
Rotation
-
Isotropic constituent materials
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E
min
1.0ร10
-9
E
max
1.0
๐
0.3
Engineering Constants
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Symmetry
-
E
x'
-
E
y'
-
๐
x'y'
-
๐
y'x'
-
G
x'y'
-
Tensor invariants
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I
1
-
I
2
-
I
3
-
Elasticity Tensor
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Select a microstructure to view its elasticity tensor.
0.000
0.000
0.000
[C]
eff
=
0.000
0.000
0.000
0.000
0.000
0.000
Rosette plot: directional strain energy density
Base tensor
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Select a microstructure to view its elasticity tensor in base orientation.
0.000
0.000
0.000
[C]
base
=
0.000
0.000
0.000
0.000
0.000
0.000
Rosette plot: directional strain energy density
Display configuration
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X-axis
Cโโ
Cโโ
Cโโ
Cโโ
Cโโ
Cโโ
Eโ
Eแตง
๐โแตง
๐แตงโ
Gโแตง
Iโ
Iโ
Iโ
Volume fraction
None
Y-axis
Cโโ
Cโโ
Cโโ
Cโโ
Cโโ
Cโโ
Eโ
Eแตง
๐โแตง
๐แตงโ
Gโแตง
Iโ
Iโ
Iโ
Volume fraction
None
Z-axis
Cโโ
Cโโ
Cโโ
Cโโ
Cโโ
Cโโ
Eโ
Eแตง
๐โแตง
๐แตงโ
Gโแตง
Iโ
Iโ
Iโ
Volume fraction
None
Notation
Voigt
Mandel
Volume range
40% - 50%
Rotation range
0ยฐ - 90ยฐ
Material symmetry
All symmetries
Isotropic
Cubic
Orthotropic
Anisotropic
Convex hull
Zero-order bounds
Anisotropic [
1
]
Orthotropic
Cubic
Isotropic
First-order (Voigt-Reuss) bounds
Anisotropic [
2
]
Orthotropic
Cubic
Isotropic
Second-order (Hashin-Shtrikman) bounds
Anisotropic [
3
]
Orthotropic [
3
]
Cubic
Isotropic [
4
]
Realizing anisotropic tensors [
5
]
