| 1. | The table below shows computed reinforcement ratios for 10 stress tensors.
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| 2. | The stress tensor evaluated on a plane yields the Casimir force.
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| 3. | In this case the stress tensor is proportional to the identity tensor:
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| 4. | Thus, the Cauchy stress tensor can be written as:
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| 5. | Examples include the deformation gradient and the first Piola Kirchhoff stress tensor.
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| 6. | The principal stresses are unique for a given stress tensor.
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| 7. | The principal stresses of a stress tensor are its eigenvalues.
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| 8. | The subgrid stress tensor for the Favre-filtered momentum field is given by
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| 9. | The stress tensor is related to velocity and pressure.
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| 10. | In this case the differential equations that define the stress tensor are also linear.
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