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In the present paper a general analysis of kinking in elastoplastic continua under plane strain deformation is presented by modeling kinking as a stress-induced phase transformation.
借助于应力导致的相变理论,本文详细分析了在不同的载荷比例系数下的平面应变下弹塑性材料的折曲,并推导出了一般情况下的控制方程。
参考来源 - 平面应变下弹塑性材料的折曲·2,447,543篇论文数据,部分数据来源于NoteExpress
临床表现为周期性毛发折曲和裂隙。
Theclinical manifestation showed the cyclic bending and fissure of the hair.
能,可依据规格设定值来计算出折曲压力值。
Can be based on specifications set the value to calculate the bending stress values.
胸下部及腰部后髓动脉呈典型“发卡”样折曲。
In lower thoracic and lumbar regions posterior medullary arteries present typical "hair - pin" curve.
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