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CHINESE AND ASTM STANDARD PENETRATION TESTS AT SAND SITE: PENETRATION ENERGY ANALYSIS AND CORRELATION OF BLOW COUNTS
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摘要: 本文进行了美国《标准贯入测试和对开管取样的标准试验方法》(ASTM D1586-11)(美标)和中国《岩土工程勘察规范》(GB 50021-2001)(国标)标准贯入原位测试对比试验，获得了美标、国标标贯对比数据。标贯锤击能量分析表明，美标锤击能量较国标高。利用经验贝叶斯克里金插值法考虑锤击数的空间变异性，将不同空间位置的锤击数据转化到同一位置进行比较，分别建立了考虑与不考虑克里金插值误差的美标与国标标准贯入转换关系模型，发现考虑插值误差后转换模型的模型误差显著降低。对境外液化数据库的分析表明，当采用本文提出的标准贯入转换关系后，境外液化案例与我国《建筑抗震设计规范》(GB 50011-2010)中的液化判别方法符合程度更高。Abstract: This paper examines the Standard Penetration Tests(SPTs) according to Standard Test Method for Standard Penetration Test(SPT) and Split-Barrel Sampling of Soils(ASTM D1586-11) and Chinese Code for Investigation of Geotechnical Engineering(GB 50021-2001). It conducts the SPT at a sand site in Guangdong province,China. It is found that tests conducted according to ASTM D1586-11 have higher penetration energy than those conducted according to GB 50021-2001. To consider the spatial variability of the blow counts,an empirical Bayesian Kriging method is used to interpolate the blow counts measured through tests conducted according to GB 50021-2001 at the locations where tests according to ASTM D1586-11 are conducted. The maximum likelihood method is used to calibrate the relationship between the blow counts measured from the two types of tests with and without consideration of the interpolation error. After the interpolation error is considered,the model uncertainty of the relationship between blow counts measured through the two types of tests is significantly reduced. Through the conversion relationship suggested in this paper,the liquefaction phenomena observed in a liquefaction database with case histories collected outside mainland China become more consistent with the liquefaction potential assessment model specified in the Chinese Code for Seismic Design of Buildings Code(GB 50011-2010).
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图 2 地质剖面图及ZJN05，ZJN04钻孔国标、美标对比实验钻孔柱状图
Figure 2. Geologic profile of the site and comparison between NG and (N1)60 in ZJN05,ZJN04 boreholes
图 5 国标、美标锤击系统能量系数沿深度变化
a. 全部测量数据; b. 20~50击范围内数据
Figure 5. Hammer systems energy ratios of GB, ASTM along the depth
图 6 标贯击数沿深度方向的测试结果对比
a. NG; b. (N1)60
Figure 6. Comparison of NG and (N1)60 along the depth
图 7 对数变换后ZJN05国标钻孔和ZJN04美标钻孔对比图
Figure 7. Comparison between lnNG and ln(N1)60 in ZJN05,ZJN04 boreholes
图 8 克里金插值后相同空间位置数据对比
a. (N1)60和NG; b. ln(N1)60与lnNG
Figure 8. Comparisons of (N1)60 and NG,ln(N1)60 and lnNG at the same position
图 9 不考虑插值误差的转换关系和ln(N1)60与lnNG比较
Figure 9. Estimated relationships without considering interpolation error and comparison between ln(N1)60 and lnNG
图 10 考虑插值误差的转换关系和ln(N1)60与lnNG比较
Figure 10. Estimated relationships considering interpolation error and comparison between ln(N1)60 and lnNG
表 1 现场试验采用的设备参数
Table 1. Apparatus used in the experiment
国标规
定参数国标实
际参数美标规
定参数美标实
际参数落锤形式 穿心锤 安全锤 落锤质量/kg 63.5 63.6 63.5±1 64.2 锤垫质量/kg — 4.9 — — 落锤钻杆等
总质量/kg— 91.2 — 83.8 贯入器管靴
刃口厚度/mm1.6 1.6 2.5 2.5 钻杆 直径Φ 42，相对弯曲<1/1000 直径Φ 42，单位质量6.27 kg·m-1 直径Φ41.2，单位质量4.5~7.5 kg·m-1 直径Φ 42，单位质量6.27kg·m-1 
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表 2 美标、国标标贯未修正锤击数均值沿深度变化的情况
Table 2. Comparison between the mean values of the original blow counts of ASTM and GB at the same depth interval
深度范围/m 国标击数均值 美标击数均值 美标/国标 0.5~2.0 3.56 2.94 0.83 2.0~3.5 3.80 5.91 1.55 3.5~5.0 3.98 1.75 0.44 5.0~6.5 7.79 4.97 0.64 6.5~8.0 7.18 7.21 1.00 8.0~9.5 24.56 19.91 0.81 9.5~11.0 15.34 12.86 0.84 平均 0.87
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表 3 相同深度(N1)60和NG的均值对比情况
Table 3. Comparison between the mean value of (N1)60 and NG at the same depth interval
深度范围/m NG均值 (N1)60均值 (N1)60/NG 0.5~2.0 3.56 6.60 1.85 2.0~3.5 3.80 13.24 3.48 3.5~5.0 3.98 3.65 0.92 5.0~6.5 7.79 9.53 1.22 6.5~8.0 7.18 14.09 1.96 8.0~9.5 24.56 35.99 1.47 9.5~11.0 15.34 22.03 1.44
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表 4 不同半变异函数、数据变换、趋势项组合的交叉验证结果比较
Table 4. Comparison of the cross-validation results under different combinations of semivariance function,data transformation and trend removal
模型
编号半变异
函数趋势项
移除数据
变换均方根
误差95%置信
区间占比平均
CRPS1 K-Bessel 第一阶 无 0.429 95 0.234 2 K-Bessel 第一阶 经验法 0.468 95 0.237 3 消减函数 第一阶 经验法 0.482 94 0.244 4 消减函数 第一阶 无 0.453 95 0.246 5 指数函数 第一阶 经验法 0.488 94 0.246
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表 5 不考虑插值误差的(N1)60和NG的转换关系参数
Table 5. Estimated parameters for the relationships between (N1)60 and NG without considering the interpolation error
函数形式 a b σε BIC 线性函数 0.296 1.000 0.426 47.948 幂函数 0.393 0.948 0.425 51.236
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表 6 考虑插值误差的(N1)60和NG转换关系参数
Table 6. Estimated parameters for the relationship between the(N1)60 and NG considering the interpolation error
函数形式 a b σε BIC 线性函数 0.283 1.000 0.194 46.678 幂函数 0.434 0.917 0.227 49.422
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表 7 采用转换关系与未采用转换关系方法的判别结果比较
Table 7. Results of the liquefaction assessment models adopting and without adopting conversion model
未应用转换关系 应用转换关系 液化案例判别成功率 0.927 0.936 非液化案例判别成功率 0.642 0.661 总体判别成功率 0.785 0.799 模型误差均值 0.851 0.835 模型误差变异系数 0.469 0.442 BIC 190.0 181.9
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