围压作用下Inada花岗岩的疲劳特性

J. Kodama, Y. Ishizuka, Tohru Abe, Y. Ishijima, T. Goto
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引用次数: 2

摘要

对Inada花岗岩进行了0、5和25 MPa围压下的循环加载试验,考察了围压对花岗岩强度和变形特性的影响;以及应力幅值对疲劳寿命的影响。主要结果如下:1)随着围压的增大,疲劳强度增大。然而,尽管围压水平不同,但疲劳寿命Nf的增加与最大差应力σDmax的降低的速率几乎相同。两种围压水平(5,25 MPa)下,σDcσDmax(静强度σDc与σDmax之差)与log Nf的关系可以用同一条曲线表示。即,该曲线可用于由静强度预测疲劳强度。疲劳变形分为瞬态、稳态和第三阶段。围压为25 MPa时,暂态阶段较短,稳定阶段较长。随着围压的增大,膨胀应变受到抑制,每循环体应变的增加速率减小。3)当最大差应力固定为一定值时,随着应力幅值的减小,疲劳寿命增大。4)当疲劳试验和蠕变试验的最大差应力相同时,在最大差应力低于某一点的范围内,疲劳失效时间比蠕变失效时间短。
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Fatigue Characteristics of Inada Granite under Confining Pressure.
Cyclic loading tests on Inada Granite were carried out under 0, 5 and 25 MPa of confining pressure to examine the next two effects: the effect of confining pressure on the characteristics of strength and deformation; and the effect of stress amplitude on fatigue life. The main results are as follows.1) The fatigue strength rises as the confining pressure is increased. However, the rate of the increase of the fatigue life Nf to the decrease of the maximum differential stress σDmax is almost identical despite of the different level of confining pressure. A same curve can represent the relationship between σDcσDmax (difference between static strength σDc and σDmax) and log Nf under the two levels of confining pressure (5, 25 MPa). That is, this curve can be used to predict the fatigue strength from the static strength.2) Three stages, namely. transient, steady and tertiary stage, are observed in fatigue deformation. Under the 25 MPa of confining pressure, the transient stage is shorter and the steady stage is relatively longer. As the confining pressure is increased, dilatant strain is restrained and the rate of the increase of volumatric strain per one cycle decreases.3) When the maximum differential stress is fixed at a constant value, the fatigue life increases as the stress amplitude decreases. This tendency becomes more evident as the value of the maximum differential stress becomes lower.4) When the maximum differential stress in fatigue tests and creep tests are the same, time to failure in fatigue is shorter than that in creep in the range of the maximum differential stress lower than a certain point.
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