基于离散裂缝的多段压裂水平井数值试井模型及应用
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万义钊, 刘曰, 吴能友, 胡高伟
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A NUMERICAL WELL TEST MODEL FOR MULTI-FRACTURED HORIZONTAL WELLS BASED ON DISCRETE-FRACTURE MODEL AND ITS APPLICATION
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Wan Yizhao, Liu Yuewu, Wu Nengyou, Hu Gaowei
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表2 A压裂施工数据及试井解释的裂缝参数 |
Table 2 The fracturing data and parameters of fractures of well-A from the well test interpreation |
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Index | Bridge plug seating position(m) | Sand injection(m3) | Fracture length computed from equation (19)(m) | Fracture length from well test interpration(m) | Fracture conductivity from well test interpretation(mD·m) | 1 | | 51.10 | 118.90 | 83.00 | 65.90 | 2 | 4035.70 | 59.50 | 138.45 | 108.00 | 91.50 | 3 | 3940.00 | 60.70 | 141.24 | 92.60 | 91.50 | 4 | 3852.00 | 50.50 | 117.50 | 102.30 | 90.15 | 5 | 3756.00 | 61.60 | 143.33 | 94.70 | 90.50 | 6 | 3669.00 | 61.10 | 142.17 | 107.70 | 89.10 | 7 | 3583.30 | 51.50 | 119.83 | 112.50 | 131.40 | 8 | 3492.00 | 59.80 | 139.14 | 96.60 | 125.10 | 9 | 3402.00 | 51.30 | 119.37 | 85.20 | 92.70 | 10 | 3313.00 | 14.60 | 33.97 | 39.30 | 311.40 | 11 | 3224.00 | 61.70 | 143.57 | 124.50 | 107.70 | 12 | 3134.00 | 66.00 | 153.57 | 125.30 | 139.50 | 13 | 3044.00 | 54.50 | 126.81 | 85.10 | 95.10 | 14 | 2954.00 | 57.10 | 132.86 | 124.20 | 90.50 | 15 | 2864.00 | 56.30 | 131.00 | 91.40 | 109.50 | 16 | 2774.00 | 56.40 | 131.23 | 115.80 | 91.50 | 17 | 2685.00 | 60.80 | 141.47 | 109.80 | 91.50 |
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