中国石油大学学报(自然科学版)
中國石油大學學報(自然科學版)
중국석유대학학보(자연과학판)
JOURNAL OF CHINA UNIVERSITY OF PETROLEUM(EDITION OF NATURAL SCIENCE)
2014年
6期
106-112
,共7页
郭晶晶%王海涛%张烈辉%刘启国%冯焱昀%李成全
郭晶晶%王海濤%張烈輝%劉啟國%馮焱昀%李成全
곽정정%왕해도%장렬휘%류계국%풍염윤%리성전
裂缝性气藏%分支水平井%试井模型%压力动态%典型曲线
裂縫性氣藏%分支水平井%試井模型%壓力動態%典型麯線
렬봉성기장%분지수평정%시정모형%압력동태%전형곡선
naturally fractured gas reservoirs%multilateral horizontal wells%well testing model%pressure dynamics%charac-teristic curves
综合运用渗流力学、数学物理方法、计算数学基础理论,基于严格的数学推导,建立裂缝性气藏分支水平井不稳定试井模型,并求得模型的 Laplace 空间解,利用 Stehfest 数值反演结合计算机编程,绘制出裂缝性气藏鱼骨型分支水平井的典型曲线。结果表明:裂缝性气藏鱼骨型分支水平井不稳定渗流过程可能出现早期纯井储段、井储后过渡段、裂缝系统第一径向流段、裂缝系统线性流阶段、裂缝系统第二拟径向流段、分支干扰过渡段、裂缝系统第三拟径向流阶段、窜流段和总系统拟径向流段9个流动阶段;水平井分支长度越短或分支间距越长,第二拟径向流段越明显。
綜閤運用滲流力學、數學物理方法、計算數學基礎理論,基于嚴格的數學推導,建立裂縫性氣藏分支水平井不穩定試井模型,併求得模型的 Laplace 空間解,利用 Stehfest 數值反縯結閤計算機編程,繪製齣裂縫性氣藏魚骨型分支水平井的典型麯線。結果錶明:裂縫性氣藏魚骨型分支水平井不穩定滲流過程可能齣現早期純井儲段、井儲後過渡段、裂縫繫統第一徑嚮流段、裂縫繫統線性流階段、裂縫繫統第二擬徑嚮流段、分支榦擾過渡段、裂縫繫統第三擬徑嚮流階段、竄流段和總繫統擬徑嚮流段9箇流動階段;水平井分支長度越短或分支間距越長,第二擬徑嚮流段越明顯。
종합운용삼류역학、수학물리방법、계산수학기출이론,기우엄격적수학추도,건립렬봉성기장분지수평정불은정시정모형,병구득모형적 Laplace 공간해,이용 Stehfest 수치반연결합계산궤편정,회제출렬봉성기장어골형분지수평정적전형곡선。결과표명:렬봉성기장어골형분지수평정불은정삼류과정가능출현조기순정저단、정저후과도단、렬봉계통제일경향류단、렬봉계통선성류계단、렬봉계통제이의경향류단、분지간우과도단、렬봉계통제삼의경향류계단、찬류단화총계통의경향류단9개류동계단;수평정분지장도월단혹분지간거월장,제이의경향류단월명현。
A well testing model for multilateral horizontal wells in naturally fractured gas reservoirs was established based on the theory of fluid flow in porous media, and its analytical solution in Laplace domains was obtained. The characteristic curves for flows in commonly applied fishbone-type wells were plotted using a Stehfest numerical inversion algorithm. Nine different flow re-gimes can be identified and classified from the characteristic curves, including an early pure wellbore flow, a transitional flow, the first radial flow of the natural fracture system, a linear flow of the natural fracture system, the second pseudo-radial flow of the nat-ural fracture system, an interference flow between the multiple well branches, the third pseudo-radial flow of the natural fracture system, an inter-porosity flow and a compound pseudo-radial flow. A parametric analysis shows that the shorter the fishbone-type branches or the longer the interspacing, the longer the duration of the second pseudo-radial flow.