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作 者:周建宇[1]
机构地区:[1]胜利油田有限公司开发处,山东东营257001
出 处:《石油大学学报(自然科学版)》2005年第2期21-24,29,共5页Journal of the University of Petroleum,China(Edition of Natural Science)
基 金::'十五'国家科技攻关项目(2003BA613A 10)
摘 要:偏移速度建模的精度是影响偏移成像效果的重要因素。基于等时原理和差异时移(DTS)分析,提出了共聚焦点(CFP)道集偏移速度建模方法。聚焦算子的计算采用适于任意矩形网格的有限差分走时计算法,用波场延拓法进行CFP道集的生成,利用约束参数迭代反演实现偏移速度的更新,模型的参数化主要依据实际情况而定。为适应横向变速,选用了具有纵、横向速度梯度的参数化模型。模型的试算结果表明:(1)该建模方法具有较好的收敛性,一般只需迭代3~4次;(2)偏移速度的相对误差在1%范围内,反射层深度的误差小于20m;(3)合理选取参数化速度函数是该方法成功应用的关键;(4)要保证双聚焦的精度,必须合理选用计算聚焦算子和生成CFP道集的方法;(5)对复杂地质体的偏移速度建模一般只需分析和控制主要反射层就可以满足精度要求。The accuracy of migration velocity modeling affects the result of migration imaging considerably. According to the principle of equal travel time and differential time-shift (DTS) analysis, a method of migration velocity modeling in common focus point (CFP) gather was put forward. The focusing operator was computed by finite-difference travel time method feasible to any rectangular grid and the CFP gather was generated by wave field continuation. The updating of migration velocity was completed by parameter constraint iterative inversion, and parameterization of model was determined mainly by real geological structure. To fit to laterally variant velocity, the parameterization model with vertical and lateral velocity gradients was selected. The test results prove that the velocity modeling has a better convergence, only 3 to 4 times iteration needed, and is more reliable with the migration velocity relative error of 1% and the reflector depth error less than 20 meters. Selecting the velocity function of parameterization is the key to its application. To guarantee the accuracy of double focusing, the focusing operator computing and CFP gather generating methods need to be selected properly. For complex geological body, only to analyze and control the main reflectors is enough to meet the required precision.
关 键 词:偏移速度 建模方法 聚焦点 道集 参数反演 基于约束 速度建模 聚焦算子 参数化模型 复杂地质体 成像效果 等时原理 有限差分 矩形网格 迭代反演 横向变速 速度梯度 相对误差 速度函数 合理选用 精度要求 CFP 反射层 计算法
分 类 号:P631.443[天文地球—地质矿产勘探] TP391.9[天文地球—地质学]
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