复杂油气藏
複雜油氣藏
복잡유기장
COMPLEX HYDROCARBON RESERVOIRS
2014年
4期
1-5
,共5页
罗少成%成志刚%唐冰娥%肖飞%彭怡眉%牟明洋
囉少成%成誌剛%唐冰娥%肖飛%彭怡眉%牟明洋
라소성%성지강%당빙아%초비%팽이미%모명양
致密砂岩储层%地层因素%孔隙度%胶结指数%岩性系数%导电效率
緻密砂巖儲層%地層因素%孔隙度%膠結指數%巖性繫數%導電效率
치밀사암저층%지층인소%공극도%효결지수%암성계수%도전효솔
tight sand reservoir%formation factors%porosity%cementation exponent%lithology factor%electrical efficiency
利用Archie公式计算储层含水饱和度时,岩性系数a和胶结指数m通常取区域某一固定值,但在致密砂岩储层实际应用中发现,地层因素和孔隙度的关系与典型的Archie公式特征不符,其相关性较差,通过不同的回归处理方法得到的a和m值有时相差较大。利用××油田致密砂岩储层14口井130块岩心岩电实验资料进行统计分析:不同井区确定的岩性系数a和胶结指数m具有很好的相关性,存在明显的幂函数关系,且a和m值变化范围很大,呈现高a低m的特征,强制将a近似为1与实际不符;地层因素和孔隙度在lg( F)-lg(Ф)坐标系下,以三次函数关系拟合可以将整套实验数据统一起来,即m与lg(Ф)存在一元二次函数关系。通过对胶结指数m的机理分析,引入导电效率,采用数值模拟方法推导出了m的计算公式。通过对比分析,采用变a和变m计算的地层因素与岩电实验测试结果符合程度更高,有利于提高含油饱和度计算精度。
利用Archie公式計算儲層含水飽和度時,巖性繫數a和膠結指數m通常取區域某一固定值,但在緻密砂巖儲層實際應用中髮現,地層因素和孔隙度的關繫與典型的Archie公式特徵不符,其相關性較差,通過不同的迴歸處理方法得到的a和m值有時相差較大。利用××油田緻密砂巖儲層14口井130塊巖心巖電實驗資料進行統計分析:不同井區確定的巖性繫數a和膠結指數m具有很好的相關性,存在明顯的冪函數關繫,且a和m值變化範圍很大,呈現高a低m的特徵,彊製將a近似為1與實際不符;地層因素和孔隙度在lg( F)-lg(Ф)坐標繫下,以三次函數關繫擬閤可以將整套實驗數據統一起來,即m與lg(Ф)存在一元二次函數關繫。通過對膠結指數m的機理分析,引入導電效率,採用數值模擬方法推導齣瞭m的計算公式。通過對比分析,採用變a和變m計算的地層因素與巖電實驗測試結果符閤程度更高,有利于提高含油飽和度計算精度。
이용Archie공식계산저층함수포화도시,암성계수a화효결지수m통상취구역모일고정치,단재치밀사암저층실제응용중발현,지층인소화공극도적관계여전형적Archie공식특정불부,기상관성교차,통과불동적회귀처리방법득도적a화m치유시상차교대。이용××유전치밀사암저층14구정130괴암심암전실험자료진행통계분석:불동정구학정적암성계수a화효결지수m구유흔호적상관성,존재명현적멱함수관계,차a화m치변화범위흔대,정현고a저m적특정,강제장a근사위1여실제불부;지층인소화공극도재lg( F)-lg(Ф)좌표계하,이삼차함수관계의합가이장정투실험수거통일기래,즉m여lg(Ф)존재일원이차함수관계。통과대효결지수m적궤리분석,인입도전효솔,채용수치모의방법추도출료m적계산공식。통과대비분석,채용변a화변m계산적지층인소여암전실험측시결과부합정도경고,유리우제고함유포화도계산정도。
When Archie formula is applied to calculate water saturation of the reservoir,the cementation exponent,m, and lithology factor,a,are usually taken at a fixed value in target area.But in tight sand reservoirs,the relationship between formation factor and porosity is different from Archie formula description,and the values of a and m calculated by various regression methods sometimes are different.Litho-electric experiment data of 130 cores taken from 14 wells were statisti-cally analyzed in tight sand reservoirs of ××oilfield.It was found that there was a power function between lithology fac-tor,a,and cementation exponent,m.The values of a and m have a large variation range,presenting a trend of bigger a and smaller m.The value of a was approximated one that was inconsistent with the actual.In logarithmic coordinate of formation factor and porosity,the cubic function is the best correlation,in other words,there is a quadratic function between m and logarithm of porosity.According to the mechanism analysis of cementation exponent,m,introducing electrical efficiency,a formula for m was derived by using mathematical simulation method.After comparison,it was indicated that the formation factors calculated by variables of a and m are more consistent with the litho-electric experiment data,which can improve the calculating precision of oil saturation.