欢迎登录材料期刊网

材料期刊网

高级检索

为了分析玻璃退火过程中永久应力的形成规律以及应力值的大小,基于玻璃永久应力的成因分析,建立了弹性体数值模型,给出了永久应力的计算方法和步骤。根据所建模型,利用ansys软件模拟了玻璃退火过程中结构应力和残余温差应力的形成过程,发现结构应力产生于膨胀系数开始发生变化的温度567℃,停止于膨胀系数稳定时的温度480℃。并根据模拟结果,计算出了玻璃中永久应力值的大小:边部压应力1.022MPa,中部张应力0.602MPa。模拟过程比较准确地反应了实际玻璃退火过程中应力的形成过程,根据模拟值求出的应力值大小基本符合玻璃实际应力值情况。

In order to analysis the regular and numerical value of permanent stress in a glass,based on the theoretical analysis of permanent stress in the glass,a model of elastic and calculation process for permanent stress is proposed in present paper.The producing process of structural stress and remnant thermal stress were simulated,which prove that structural stress generates at 567℃,where expansion coefficient of the glass diminishes,and is stable at 480℃,where expansion coefficient is stable.The numerical value of permanent stress in the glass obtained by calculation is 1.022MPa near edges,but 0.602MPa at the central region.The simulation reflects the actual producing process of structural stress accurately,and the numerical value is sensible.

参考文献

[1] EAMES P C .current performance and future prospects[J].Vacuum glazing,2008,82(07):717-722.
[2] 赵永田.玻璃工艺学[M].武汉:武汉工业大学出版社,1993:1-15.
[3] 林亢 .普通工业玻璃退火与应力的几个问题[J].玻璃,2000,27(01):26-33.
[4] 冯跃冲 .浮法玻璃退火过程及其应力的数值模拟[D].燕山大学,2006.
[5] J. Klouzek et al.Modelling of the Refining Space Working under Reduced Pressure[J].Glasteeh Ber GlassSci Technol,2000,73(11):329-336.
[6] Johannes Bauer;Urich Roger;Philip Simons .Validation of a mathematical glass tank model[J].Glass Science and Technology,1999(6):171-181.
[7] J. Wang et al.Validation of an Improved Btch Model in a Coupled Combustion Space /Melt Tank /Batch Melting Glass Furnace Simulation[J].Glastech Bet GlassSci Technol,2000,73(10):299-307.
[8] 林亢 .普通工业玻璃退火与应力的几个问题[J].玻璃,2000,27(02):10-14.
[9] 林亢 .普通工业玻璃退火与应力的几个问题[J].玻璃,2000,27(03):7-lO.
[10] 黄以能,汪成聚,王业宁,E.Riande.玻璃化转变与结构弛豫[J].中山大学学报(自然科学版),2001(z2):263-270.
[11] Cesar de Sa, J. M. A..Engineering Computer[M].Pineridge Press,1986:226-274.
[12] 叶先磊.ANSYS工程分析软件应用实例[M].北京:科学出版社,2003:76-84.
[13] 刘涛;杨凤鹏.精通ANSYS[M].北京:清华大学出版社,2002:2-10,406-418.
上一张 下一张
上一张 下一张
计量
  • 下载量()
  • 访问量()
文章评分
  • 您的评分:
  • 1
    0%
  • 2
    0%
  • 3
    0%
  • 4
    0%
  • 5
    0%