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林业科学 ›› 1995, Vol. 31 ›› Issue (5): 436-442.

• 论文 • 上一篇    下一篇

木材横纹压缩大变形应力-应变关系的定量表征*

刘一星1,则元京2,师冈淳郎2   

  1. 1. 东北林业大学, 哈尔滨 150040
    2. 京都大学木质科学研究所, 京都 611
  • 收稿日期:1994-08-15 出版日期:1995-09-25 发布日期:1995-09-25
  • 基金资助:
    国家自然科学基金贷助项目

QUANTITATIVE EXPRESSION ON THE LARGE TRANSVERSE COMPRESSIVE DEFORMATION RELATIONSHIPS BETWEEN STRESS AND STRAIN OF WOOD

Yixing Liu1, Norimoto Misato2, Morooka Toshiro2   

  1. 1. Northeast Forestry University, Harbin 150040
    2. Wood Research Institute of Kyoto University Kyoto 611
  • Received:1994-08-15 Online:1995-09-25 Published:1995-09-25
  • Supported by:
    国家自然科学基金贷助项目

摘要:

在100—1300kg/m3的密度变异范围选取17种阔叶树试材, 采用典型的6种木材压缩加工条件(气干·20℃:饱水·20℃:饱水·100℃ 3种条件与约束条件相组合), 进行横纹大变形压缩试验和数字化数据采集, 经数据分析处理, 建立了定量描述木材横纹压缩大变形全领域应力-应变关系的数学表达式。该式的适用性对本试验范围内的各树种、压缩工艺条件均为有效, 计算值与实测值十分吻合。

关键词: 大变形压缩, 横纹方向, 应力-应变关系图

Abstract:

In this paper, seventeen species of hardwood were chosen in the variation range of 100-1300kg/m3 wood density. The large Transverse compression deformation test and the collection of quantitative data were conducted under six kinds typical conditions of wood compression. (The conditions are the combination of three kinds of conditions which are airdried. 20℃, saturated water. 20℃ and saturated water. 100℃ with the restricting conditions.)On the basis of data analysis, the formulas which express quantitatively the relationship between stress and strain and stain were founded as following: In the formulas above, E is elastic modulus in transverse direction; σy is yield stress; εy is yield strain; εd is a measure of the strain when all of the pore space in wood is squeezed out. C is the armature of increasing speed of stress when strain above the yield point; ρ and ρs reefer to density of wood and material density of the cell wall respectively. K is a constant that depend on the factors such as the restricting conditions of compressive test, 0≤K≤1.The formulas above is adaptable to the tree species and the compressive conditions under the test conditions in this paper. Moreover, the results of calculation were very concordant with the data of experiment.

Key words: Large compressive deformation, Transverse direction, Stress-Strain diagram