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首页> 外文期刊>Boletin de la Sociedad Espanola de Ceramica y Vidrio >Cálculo simplificado de vidrio laminado: determinación de desplazamientos en vigas y placas ante cargas estáticas utilizando modelos monolíticos
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Cálculo simplificado de vidrio laminado: determinación de desplazamientos en vigas y placas ante cargas estáticas utilizando modelos monolíticos

机译:夹层玻璃的简化计算:使用整体模型确定静载荷下梁和板的位移

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In the calculation of laminated glass elements, glass layers are commonly considered as linear-elastic whereas the polymeric interlayers present viscoelastic behavior. Consequently, the mechanical behavior of laminated glass elements depends on time and temperature. Many finite elements are needed to calculate these elements because the thickness of the glass layers (and above all that of polymeric interlayers) are much smaller than the other two dimensions of the element (with and length). For this reason, the calculation of these elements is very high time consuming. Recently, several authors have proposed the effective stiffness concept (alternatively effective thickness or effective Young's modulus) for the simplified calculation of laminated glass elements. In this work, a methodology is proposed to predict the deflection of laminated beams and plates under static loadings using a linear elastic monolithic model (analytical or numerical) and the equations of the effective stiffness for the laminated glass. The equations proposed in this work have been validated by experimental tests carried out in simply-supported beams and in a plate supported at the four corners, the maximum error being less than 10%.
机译:在层压玻璃元件的计算中,玻璃层通常被认为是线弹性的,而聚合物夹层则表现出粘弹性。因此,夹层玻璃元件的机械性能取决于时间和温度。计算这些元素需要许多有限元,因为玻璃层的厚度(最重要的是聚合物中间层的厚度)要比该元素的其他两个尺寸(长度和长度)小得多。因此,这些元素的计算非常耗时。最近,几位作者提出了有效刚度概念(可选的有效厚度或有效杨氏模量),用于简化夹层玻璃元件的计算。在这项工作中,提出了一种使用线性弹性整体模型(解析或数值模型)和夹层玻璃的有效刚度方程来预测夹层梁和板在静态载荷下的挠度的方法。在这项工作中提出的方程已经通过在简单支撑的梁和四个角支撑的板中进行的实验测试得到了验证,最大误差小于10%。

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