Compatibility (mechanics)
In continuum mechanics, a compatible deformation (or strain) tensor field in a body is that unique tensor field that is obtained when the body is subjected to a continuous, single-valued, displacement field. Compatibility is the study of the conditions under which such a displacement field can be guaranteed. Compatibility conditions are particular cases of integrability conditions and were first derived for linear elasticity by Barré de Saint-Venant in 1864 and proved rigorously by Beltrami in 1886. For finite deformations the compatibility conditions take the form
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Compatibility (mechanics)
In continuum mechanics, a compatible deformation (or strain) tensor field in a body is that unique tensor field that is obtained when the body is subjected to a continuous, single-valued, displacement field. Compatibility is the study of the conditions under which such a displacement field can be guaranteed. Compatibility conditions are particular cases of integrability conditions and were first derived for linear elasticity by Barré de Saint-Venant in 1864 and proved rigorously by Beltrami in 1886. For finite deformations the compatibility conditions take the form
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In continuum mechanics, a comp ...... e is the deformation gradient.
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Kompatibilitet är i mekanik en ...... till genom att lägga till den.
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应变协调性（英語：strain compatibility） ...... 条件。1886年，意大利数学家贝尔特拉米对此进行了严格证明。
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In continuum mechanics, a comp ...... ility conditions take the form
@en
Kompatibilitet är i mekanik en ...... till genom att lägga till den.
@sv
应变协调性（英語：strain compatibility） ...... 条件。1886年，意大利数学家贝尔特拉米对此进行了严格证明。
@zh
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Compatibility (mechanics)
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Kompatibilitet (mekanik)
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应变协调性
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