岩土力学
巖土力學
암토역학
ROCK AND SOIL MECHANICS
2013年
11期
3192-3196
,共5页
非饱和土%有效应力%土压力%降雨入渗%基质吸力
非飽和土%有效應力%土壓力%降雨入滲%基質吸力
비포화토%유효응력%토압력%강우입삼%기질흡력
unsaturated soil%effective stress%earth pressure%rainfall infiltration%matrix suction
传统的土压力分析仅考虑了土体饱和强度对土压力产生的贡献,忽略了基质吸力及其变化对土压力的影响。运用非饱和土有效应力原理和饱和土朗肯土压力公式推导了非饱和土朗肯土压力公式,结合Iverson降雨入渗解析解,推导出降雨入渗条件下非饱和土压力公式。该公式将降雨入渗时的非饱和土压力表示为时间和深度的函数,更符合实际情况。研究结果表明:采用该方法计算得到的土压力值相对于传统计算结果偏大,作用点偏高;此外,随着降雨的发生、入渗和停止,主动土压力呈现“减小-增大-减小-稳定”趋势,被动土压力呈现“增大-减小-增大-稳定”趋势,该现象由降雨过程中基质吸力改变所致。由该公式获得的土压力分布及变化规律可用于挡土工程结构的设计。
傳統的土壓力分析僅攷慮瞭土體飽和彊度對土壓力產生的貢獻,忽略瞭基質吸力及其變化對土壓力的影響。運用非飽和土有效應力原理和飽和土朗肯土壓力公式推導瞭非飽和土朗肯土壓力公式,結閤Iverson降雨入滲解析解,推導齣降雨入滲條件下非飽和土壓力公式。該公式將降雨入滲時的非飽和土壓力錶示為時間和深度的函數,更符閤實際情況。研究結果錶明:採用該方法計算得到的土壓力值相對于傳統計算結果偏大,作用點偏高;此外,隨著降雨的髮生、入滲和停止,主動土壓力呈現“減小-增大-減小-穩定”趨勢,被動土壓力呈現“增大-減小-增大-穩定”趨勢,該現象由降雨過程中基質吸力改變所緻。由該公式穫得的土壓力分佈及變化規律可用于擋土工程結構的設計。
전통적토압력분석부고필료토체포화강도대토압력산생적공헌,홀략료기질흡력급기변화대토압력적영향。운용비포화토유효응력원리화포화토랑긍토압력공식추도료비포화토랑긍토압력공식,결합Iverson강우입삼해석해,추도출강우입삼조건하비포화토압력공식。해공식장강우입삼시적비포화토압력표시위시간화심도적함수,경부합실제정황。연구결과표명:채용해방법계산득도적토압력치상대우전통계산결과편대,작용점편고;차외,수착강우적발생、입삼화정지,주동토압력정현“감소-증대-감소-은정”추세,피동토압력정현“증대-감소-증대-은정”추세,해현상유강우과정중기질흡력개변소치。유해공식획득적토압력분포급변화규률가용우당토공정결구적설계。
The conventional earth pressure analysis method only considers the shear strength of saturated soil, which ignores the influence of matrix suction as well as its change. Based on the principle of effective stress of unsaturated soil and Rankine's earth pressure formula of saturated soil, the Rankine's earth pressure formula of unsaturated soil is deduced. The earth pressure formula of unsaturated soil under the condition of rainfall is established by the combination of the formula derived above and Iverson’s rainfall infiltration analytical solution. In the formula, earth pressure of unsaturated soil under rainfall infiltration is expressed as a function of time and depth. The study result shows that the earth pressure value calculated by the improved method is relatively larger than the conventional calculation and its action point is higher. With the occurrence, infiltration and stop of rainfall, the value of active earth pressure is at a state of “decreasing, increasing, decreasing and lastly stable”; but the value of passive earth pressure presents a tendency of“increasing, decreasing, increasing and stable”. The phenomenon is due to the change of matrix suction during rainfall. The distribution and change rule of earth pressure calculated by the proposed formula can be applied to design of retaining engineering structure.