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Effect of residual stress distribution in a log on lumber warp due to sawing: a numerical simulation based on the beam theory

机译:残余应力分布对木材翘曲原木翘曲的影响:基于光束理论的数值模拟

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摘要

When a squared lumber such as a beam and/or a bearer is produced from a log, they often show warps. Warp of the sawn lumber is practically not serious when the pith is located at the center of the cross-section, as in the lumber-with-pith, but causes serious problems in the lumber-without-pith. In the present study, a mechanical model was introduced to explain lumber warping based on beam theory, and a numerical simulation using the introduced model examined how the magnitude and type of the residual stress distribution would affect the warps of the lumbers sawn from the four-sided cants with various sizes and shapes in their cross-sections, and how the different sawing patterns would affect the production efficiency of the straight lumber, which is manufactured from the four-sided cant by quartering and subsequent correction sawing. As a result, the following suggestions were obtained. The warp of the sawn lumber is affected by the type and the magnitude of the inherent strain distribution in the log and furthermore by the cross-sectional shape and/or size of the four-sided cant. Production efficiency of the straight lumbers differs depending on the sawing patterns. In the present study, two types of sawing patterns (a) and (b) were assumed. The sawing pattern (a) gave better production efficiency than the sawing pattern (b) in the sense that straight lumbers are produced with higher volumes as well as with less variation in dimension of the cross-section.
机译:当从原木产生诸如光束和/或承载的平方木材时,它们通常会显示经纱。当Pith位于横截面的中心时,锯材的翘曲实际上并不严重,如在木材的岩石中,但在没有髓中导致伐木工人的严重问题。在本研究中,引入了一种机械模型来解释基于光束理论的木材翘曲,并且使用介绍模型的数值模拟检查了剩余应力分布的幅度和类型如何影响木材的锯割从四个在其横截面中具有各种尺寸和形状的双面圆形,以及不同的锯切模式将如何影响直木材的生产效率,该生产效率由四边形不能通过四边形不能通过四边形和随后的校正锯切制造。结果,获得了以下建议。锯木材的翘曲受到日志中固有应变分布的类型和幅度的影响,而且通过四边形的横截面形状和/或尺寸。直链器的生产效率取决于锯切图案。在本研究中,假设两种类型的锯切图案(A)和(B)。锯切图案(A)在锯切图案(B)中具有更好的生产效率(B),即直线管道具有较高的体积以及横截面尺寸的尺寸较小的变化。

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  • 来源
    《Wood Science and Technology》 |2021年第1期|125-153|共29页
  • 作者单位

    Nagoya Univ Dept Forest & Environm Resources Sci Grad Sch Bioagr Sci Chikusa Ku Nagoya Aichi 4648601 Japan;

    Nagoya Univ Dept Forest & Environm Resources Sci Grad Sch Bioagr Sci Chikusa Ku Nagoya Aichi 4648601 Japan;

    Nagoya Univ Dept Forest & Environm Resources Sci Grad Sch Bioagr Sci Chikusa Ku Nagoya Aichi 4648601 Japan;

    Nagoya Univ Dept Forest & Environm Resources Sci Grad Sch Bioagr Sci Chikusa Ku Nagoya Aichi 4648601 Japan;

    Forestry & Forest Prod Res Inst Dept Wood Properties & Proc 1 Mastunosato Tsukuba Ibaraki 3058687 Japan;

    Forestry & Forest Prod Res Inst Dept Wood Properties & Proc 1 Mastunosato Tsukuba Ibaraki 3058687 Japan;

    Forestry & Forest Prod Res Inst Dept Wood Properties & Proc 1 Mastunosato Tsukuba Ibaraki 3058687 Japan;

    Forestry & Forest Prod Res Inst Dept Wood Properties & Proc 1 Mastunosato Tsukuba Ibaraki 3058687 Japan;

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