The Regression Models of Impact Strength of Coir Coconut Fiber Reinforced Resin Matrix Composite Materials

Muhamad Fitri, S. Mahzan
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引用次数: 3

Abstract

The need of coconuts in Indonesia is relatively high. The use of large quantities of coconuts produces large amounts of organic waste from coco fiber, which tends to become waste if it is not used to be beneficial for humans.One of the potential uses of coconut fiber is as a reinforcement of natural fibers in polymer matrix composite materials. Recently, the applications of composite materials have been expanded widely including structural angine component which whitstand certain load like impact load. But most of them used synthetic fiber. Although the use of natural fibers as reinforcement in composite materials has been widely studied, their use is still limited because natural fibers have their own advantages and disadvantages. The purpose of this study was to measure the impact strength of specimens of coconut fiber reinforced polymer matrix composite material, and to determine the effect of the length and concentration of coconut fiber on its impact strength. A significant and valid regression model was also generated in this research, that states the relationship between fiber length and fiber content of resin matrix composite material to its impact strength. The result shows that the impact strength of the samples were influenced by fiber content and fiber length. The regression models for the impact strength of  resin composite reinforced with coconut fiber is Y = 4.44 +0.180 X1 – 0.52 X2  Where: Y = Impact Strength (kJ/m2), and X1= Fiber length (mm), and X2= Fiber content (%).
椰壳纤维增强树脂基复合材料冲击强度的回归模型
印度尼西亚对椰子的需求相对较高。大量食用椰子会从椰子纤维中产生大量有机废物,如果不用于对人类有益的用途,这些有机废物往往会成为废物。椰子纤维的潜在用途之一是作为天然纤维在聚合物基复合材料中的增强剂。近年来,复合材料的应用得到了广泛的扩展,包括能够承受一定载荷(如冲击载荷)的发动机结构部件。但他们大多使用合成纤维。虽然在复合材料中使用天然纤维作为增强材料已经得到了广泛的研究,但由于天然纤维有其自身的优缺点,其使用仍然受到限制。本研究的目的是测量椰子纤维增强聚合物基复合材料试样的冲击强度,并确定椰子纤维长度和浓度对其冲击强度的影响。本研究还建立了一个显著有效的回归模型,描述了树脂基复合材料的纤维长度和纤维含量对其冲击强度的关系。结果表明,试样的冲击强度受纤维含量和纤维长度的影响。椰子纤维增强树脂复合材料冲击强度的回归模型为Y = 4.44 +0.180 X1 - 0.52 X2,其中Y =冲击强度(kJ/m2), X1=纤维长度(mm), X2=纤维含量(%)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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