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Critical Buckling Moment of PFRP Simple C-Channel Beam under the Uncertainty of Strength of Materials

机译:PFRP简单C沟道光束的关键屈曲时刻在材料的不确定性下

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This study proposed the analytic results of the properties of the pultruded fiber reinforced plastic (PFRP) simplechannel beam. The dimensions of the beam specimens which were manufactured in Thailand were 152 x 43 x 10mm. The analysis emphasized on the uncertainty of some material properties that were the modulus of elasticityin bending and shear modulus of elasticity. These material properties were applied to calculate the statistical?properties of the critical buckling moment of each beam length. The analysis based on the Monte Carlo SimulationMethod (MCSM). The results from this study revealed that the distribution of modulus of elasticity in bendingpresented in the form of lognormal distribution which had the mean of 30.85 GPa and the coefficient of variant11.30% and the distribution of shear modulus of elasticity presented in the form of maximum extreme valuedistribution which had the mean of 2.34 GPa and the coefficient of variant 51.01%. Similarly, the distribution of thecritical buckling moment of the beam length from 3.70 m to 4.20 m trended to be Lognormal distribution but thedistribution of the beam length from 4.50 m to 5.00 m trended to be Normal distribution. As above mentioned, theanalysis results can be used as the data to evaluate the structural reliability in form of the probability of failure ofstructure which made from the pultruded fiber reinforced plastic.
机译:该研究提出了拉挤纤维增强塑料(PFRP)SimpleChannel梁的性能的分析结果。在泰国制造的梁样本的尺寸为152×43×10毫米。分析强调了一些材料特性的不确定性,其是弹性素弯曲和弹性剪切模量的模量。施加这些材料特性以计算每个光束长度的关键屈曲时刻的统计学?性质。基于蒙特卡罗模拟方法的分析(MCSM)。本研究结果表明,以逻辑正式分布形式的弯曲性弯曲的弹性模量分布,其平均值为30.85GPa和变异系数11.30%,并以最大形式呈现的剪切弹性模量的分布具有2.34GPa的平均值和变异系数的极端缬草分布。同样,梁长度的斩波屈曲时刻的分布从3.70米到4.20米的趋势为伐木分布,但光束长度的分布从4.50米到5.00米的趋势是正常的分布。如上所述,Theanalysics结果可以用作数据以评估由遮蔽纤维增强塑料制成的失效概率的形式的结构可靠性。

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