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METHOD FOR EVALUATING MECHANICAL CHARACTERISTIC OF THIN-PLATE MATERIAL, METHOD FOR SELECTING THIN-PLATE MATERIAL USING THE SAME, AND SELECTED THIN-PLATE MATERIAL

机译:评估薄板材料机械特性的方法,使用相同方法选择薄板材料的方法以及选定的薄板材料

摘要

PROBLEM TO BE SOLVED: To provide methods for evaluating and selecting a laminate plate that has high flexural strength and elasticity, is excellent in handleability, and is suitable for a semiconductor package and printed wiring board.;SOLUTION: In a method for evaluating the mechanical characteristic of a thin-plate material, the mechanical characteristic is evaluated by measuring the strength or bending elastic modulus of the thin-plate material by a three-point bending test in which a test piece of the thin-plate material is placed on two support points arranged at a fixed distance and load is applied to one point in the center between the support points. The three-point bending test of the thin-plate material is performed by the test piece and measurement conditions in the following formulas (1) to (4), and the strength (the maximum bending stress) or bending elastic modulus of the thin-plate material is evaluated by the formulas (5) and (6): (1) 0.05≤t0.8, t is the thickness of a test piece (mm); (2) 0.8≤L12.8, L is a distance between two support points (mm); (3) 0.01≤v≤0.5, v is a test speed (mm/min); (4) 10≤T≤350, T is a test temperature (°C); (5) σ=3FL/2Wt2; and (6) E=L3×ΔF/(4Wt3×Δs). σ is the maximum bending stress, F is a bending load, W is the width of a test piece, E is a bending elastic modulus, ΔF is the variation of the bending load, and Δs is the variation of bending.;COPYRIGHT: (C)2015,JPO&INPIT
机译:解决的问题:提供评价和选择具有高的挠曲强度和弹性的层压板的方法,该层压板具有优异的可操纵性,并且适用于半导体封装和印刷电路板。薄板材料的特性,通过三点弯曲测试测量薄板材料的强度或弯曲弹性模量来评估机械性能,在该测试中,将薄板材料的测试件放置在两个支架上以固定距离排列的点和载荷将施加到支撑点之间中心的一个点。薄板材料的三点弯曲试验是通过试件和测量条件按照以下公式(1)至(4)进行的,薄板材料的强度(最大弯曲应力)或弯曲弹性模量如下:板材由式(5)和式(6)求出:(1)0.05≤t<0.8,t为试验片的厚度(mm)。 (2)0.8≤L<12.8,L为两个支撑点之间的距离(mm); (3)0.01≤v≤0.5,v为测试速度(mm / min); (4)10≤T≤350,T为试验温度(℃); (5)σ= 3FL / 2Wt 2 ; (6)E = L 3 ×ΔF/(4Wt 3 ×Δs)。 σ为最大弯曲应力,F为弯曲载荷,W为试件的宽度,E为弯曲弹性模量,ΔF为弯曲载荷的变化,Δs为弯曲的变化。 C)2015,日本特许厅

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