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  • 管克智, 周紀華, 朱其圣, 孫世輝. 熱軋金屬塑性變形阻力研究[J]. 工程科學學報, 1983, 5(1): 123-139. DOI: 10.13374/j.issn1001-053x.1983.01.010
    引用本文: 管克智, 周紀華, 朱其圣, 孫世輝. 熱軋金屬塑性變形阻力研究[J]. 工程科學學報, 1983, 5(1): 123-139. DOI: 10.13374/j.issn1001-053x.1983.01.010
    Guan Kezhi, Zhou Jihua, Zhu Qisheng, Sun Shihui. An Experimental study of the Resistance to plastic Deformation of Hot Rolling Metals[J]. Chinese Journal of Engineering, 1983, 5(1): 123-139. DOI: 10.13374/j.issn1001-053x.1983.01.010
    Citation: Guan Kezhi, Zhou Jihua, Zhu Qisheng, Sun Shihui. An Experimental study of the Resistance to plastic Deformation of Hot Rolling Metals[J]. Chinese Journal of Engineering, 1983, 5(1): 123-139. DOI: 10.13374/j.issn1001-053x.1983.01.010

    熱軋金屬塑性變形阻力研究

    An Experimental study of the Resistance to plastic Deformation of Hot Rolling Metals

    • 摘要: 采用凸輪式形變試驗機,壓縮端面帶凹槽并在凹槽里充滿不同熔點溫度的玻璃粉作潤滑劑的圓柱形試件。為保證試驗過程中整個試件溫度的均勻和衡定,采用了試件保溫裝置。在變形溫度為850°~1100℃、變形速度為5-80秒-1、變形程度(e=ln H/h)最大為ln2的條件下,實驗研究了1Cr18Ni9Ti等十個鋼種在高溫高速條件下的變形阻力。
      文中敘述了金屬塑性變形阻力的試驗方法,分析了變形溫度、變形速度、變形程度、等諸因素對變形阻力的影響規律,通過對實驗數據的回歸分析——非線性回歸,提出在計算機控制的設定模型以及工程計算中可優先采用的變形阻力計算公式和查用圖表。
      其表達式為:
      \sigma = \rmEXP(\frac\rmU_1\rmT\rm + \rmU_2\rm)\cdot(\frac\rmu10\rm)^\rmU_3\rmT + \rmU_4\rm\cdot\left( \rmU_6(\frac\rme0.4)^\rmU_5 - (\rmU_6 - 1)\frac\rme0.4 \right)
      式中:T=\frac\rmt + 2731000
      U1~U6為系數,其值與鋼種有關。

       

      Abstract: A Can Plastometer Was used to Compress Cylindrical specimens. There are hollows on the cross-section of one end of the specimens and the hollows were filled up with glass powder with various fusion temperatures. A heat keeping device was used to assure uniform and constant temperature during the experiment. The experimental results concern with the resistance to deformation of ten types of steel at elevated temperature and high strain rates. The experimental conditions were as follows:temperature 850-1200℃, Strain rate 5-80S-1 and reduction up to ln2(e=ln1hH).
      In this paper the experimental method has been described and influences of temperature of strain rates and of reduction on the resistance to deformation hsave been analysed. By linear and non-linear regression analysis of the exper mental data, a formula for calculating resistance to deformation which may be preferable for either computer-controll model or engeneering practice was recommended.
      The formula is:
      \sigma =\rmEXP(\frac\rmU_1\rmT\rm + \rmU_2\rm)\cdot(\frac\rmu10\rm)^\rmU_3\rmT + \rmU_4\rm\cdot\left(\rmU_6(\frac\rme0.4)^\rmU_5-(\rmU_6-1)\frac\rme0.4 \right)
      here:T=\frac\rmt + 2731000
      U1-U6 are coefficients determined by the properties of the experimental steel.

       

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