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掺入炉底渣制备巷道支护砂浆的试验研究 被引量:1
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作者 刘志强 王亮 +2 位作者 韦于彪 王浩 刘洋 《重庆科技学院学报(自然科学版)》 CAS 2022年第3期79-83,共5页
通过试验研究,分析以电厂炉底渣替代水泥制备的巷道支护砂浆性能。首先,按照不同的炉底渣掺量制备炉底渣水泥砂浆,并分别测试其硬化砂浆在3、7、28 d龄期的静态抗压强度;然后,应用Φ50 mm分离式霍普金森压杆试验装置,测试28 d龄期砂浆... 通过试验研究,分析以电厂炉底渣替代水泥制备的巷道支护砂浆性能。首先,按照不同的炉底渣掺量制备炉底渣水泥砂浆,并分别测试其硬化砂浆在3、7、28 d龄期的静态抗压强度;然后,应用Φ50 mm分离式霍普金森压杆试验装置,测试28 d龄期砂浆在不同平均应变率下的动态抗压强度和极限韧性。试验结果表明:砂浆的静态抗压强度随着炉底渣掺量的增加而提高;在80~170 s;平均应变率范围内,各组砂浆的动态抗压强度均随着平均应变率的增大而提高,炉底渣替代率为75%的砂浆动态抗压强度优于其他组;在同一应变率下,炉底渣替代率为75%的砂浆极限韧性最大,吸收能量的能力及抗冲击性能最强。 展开更多
关键词 炉底渣 细骨料 霍普金森压杆 抗压强度 极限韧性
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Stress based forming limit diagram for formability characterization of 6061 aluminum 被引量:2
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作者 R.SAFDARIAN 《Transactions of Nonferrous Metals Society of China》 SCIE EI CAS CSCD 2016年第9期2433-2441,共9页
Two numerical criteria of forming limit diagram(FLD) criterion and ductile fracture criterion(DFC) are presented for FLD prediction of 6061 aluminum. The numerical results are compared with the experimental FLD an... Two numerical criteria of forming limit diagram(FLD) criterion and ductile fracture criterion(DFC) are presented for FLD prediction of 6061 aluminum. The numerical results are compared with the experimental FLD and also punch's load-displacement curve of experimental samples. Experimental FLD of this study is calculated using hemispherical punch test of Hecker. Experimental FLD is converted to FLSD and imported to the Abaqus software to predict necking of samples. Numerical results for FLSD prediction were compared with experimental FLSD. Results show that ductile fracture criterion has higher accuracy for FLD and FLSD prediction of 6061 aluminum. Comparison of numerical and experimental results for force-displacement curve of punch shows that numerical results have a good agreement with experiment. 展开更多
关键词 aluminum alloy 6061 forming limit diagram(FLD) forming limit stress diagram(FLSD) ductile fracture criterion finite element method
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岩石隧道二次襯砌之耐震設計考量初探
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作者 王友恭 李友恆 《岩石力学与工程学报》 EI CAS CSCD 北大核心 2004年第z2期4847-4853,共7页
回顧二次襯砌的設計理念及現行耐震設計的考量,建立混凝士二次襯砌受地震力之力學行為模式,由本模式來解釋混凝土二次襯砌在地震力作用下的破壞模式,並由可能的破壞模式進一步建立耐震設計之基本需求。同時,由韌性的觀點分析無筋與钢筋... 回顧二次襯砌的設計理念及現行耐震設計的考量,建立混凝士二次襯砌受地震力之力學行為模式,由本模式來解釋混凝土二次襯砌在地震力作用下的破壞模式,並由可能的破壞模式進一步建立耐震設計之基本需求。同時,由韌性的觀點分析無筋與钢筋混凝土二次襯砌設計的耐震表現,並將利用研究成果針對混凝土二次襯砌進行案例探討,最後根據土木設計極限狀態設計及破壞模式控制2項基本原則,探討二次襯砌設計理念及提出設計建議。 展开更多
关键词 隧道工程 二次襯砌 無筋混凝土 突發性破壞 韌性 極限狀態設計
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Experimental study on mechanical behaviors of pseudo-ductile cementitious composites under biaxial compression 被引量:8
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作者 ZHOU JiaJia PAN JinLong +1 位作者 LEUNG Christopher Kin Ying LI ZongJin 《Science China(Technological Sciences)》 SCIE EI CAS 2013年第4期963-969,共7页
Experimental investigation was conducted to characterize the responses of pseudo-ductile cementitious composites (PDCCs) when subjected to uniaxial and biaxial compression.The PDCCs is a class of fiber reinforced ceme... Experimental investigation was conducted to characterize the responses of pseudo-ductile cementitious composites (PDCCs) when subjected to uniaxial and biaxial compression.The PDCCs is a class of fiber reinforced cementitious composites with ultra-high ductility by using a low volume fraction (2%) of polyvinyl alcohol (PVA) fiber.Two different strength grades of PDCC were examined with cubic specimen size of 100 mm in the tests.The specimens were loaded with a servo-hydraulic jack at different stress ratios.The principle stresses and strains of the specimens were recorded,and the failure modes with various stress states were examined.The test results indicated that the ultimate strength of PDCCs increased due to the lateral confinement in the other principal stress direction,and the maximum ultimate strength occurred at the biaxial stress ratio of 0.25,which was very different from common concrete material.For the PDCC specimens,the biaxial strength may be lower than the uniaxial strength when subjected to biaxial compression with the stress ratio of 1.0,and the failure mode showed a shear-type failure because of the bridging effect of fibers.Finally,a failure criterion was proposed for PDCCs under biaxial compression. 展开更多
关键词 PDCC biaxial strength stress-strain curve failure mode failure criterion
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