| 1. | However, wood is an anisotropic material with respect to heat flow.
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| 2. | Rotating an anisotropic material results in a variation of its elasticity tensor.
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| 3. | However, in anisotropic materials, this relationship does not strictly hold.
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| 4. | Anisotropic materials can be tailored to the forces an object is expected to experience.
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| 5. | In an anisotropic material, the relative permittivity may be a tensor, causing birefringence.
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| 6. | This can be further generalized to bi-anisotropic materials by transposing the full 6? susceptibility tensor.
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| 7. | Both, he underscores, require strong background in non-linear anisotropic materials and dynamic impacts.
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| 8. | This complexity may be required for general anisotropic materials, but for many common materials it can be simplified.
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| 9. | With the recognition that the polarizabilities may be tensors, the DDA can readily be applied to anisotropic materials.
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| 10. | Orthotropic materials are a subset of anisotropic materials; their properties depend on the direction in which they are measured.
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