期刊文献+
共找到2篇文章
< 1 >
每页显示 20 50 100
SPI-4.2接口的FPGA实现 被引量:2
1
作者 范红永 张进 +1 位作者 张佳杰 汪斌强 《计算机工程》 CAS CSCD 北大核心 2008年第22期132-134,137,共4页
去偏移和包重组是在FPGA中实现SPI-4.2接口的核心难点,在分析偏移和包重组原理的基础上,给出基于FPGA的SPI-4.2接口的设计与实现方案,并对关键部分给出了硬件原理图,在线测试结果证明该方案可以实现SPI-4.2接口的功能。
关键词 SPI-4.2接口 去偏移 包重组 FPGA实现
下载PDF
An effective denoising strategy for wave equation migration based on propagation angles
2
作者 叶瑞超 贾晓峰 《Applied Geophysics》 SCIE CSCD 2012年第1期33-40,115,共9页
We present an effective denoising strategy for two-way wave equation migration. Three dominant artifact types are analyzed and eliminated by an optimized imaging condition. We discuss a previously unsolved beam-like a... We present an effective denoising strategy for two-way wave equation migration. Three dominant artifact types are analyzed and eliminated by an optimized imaging condition. We discuss a previously unsolved beam-like artifact, which is probably caused by the cross-correlation of downward transmitting and upward scattering waves from both the source and receiver side of a single seismic shot. This artifact has relatively strong cross- correlation but carries no useful information from reflectors. The beam-like artifact widely exists in pre-stack imaging and has approximately the same amplitude as useful seismic signals. In most cases, coherent artifacts in the image are caused by directionally propagating energy. Based on propagation angles obtained by wavefield gradients, we identify the artifact energy and subtract its contribution in the imaging condition. By this process most artifacts can be accurately eliminated, including direct wave artifacts, scattering artifacts, and beam- like artifacts. This method is independent of the wavefield propagator and is easy to adapt to almost all current wave equation migration methods if needed. As this method deals with the physical artifact origins, little damage is caused to the seismic signal. Extra k-domain filtering can additionally enhance the stacking result image quality. This method succeeds in the super-wide-angle one-way migration and we can expect its success in other two-way wave equation migrations and especially in reverse time migration. 展开更多
关键词 Migration artifact propagation angles wavefield gradient imaging condition. k-domain filter
下载PDF
上一页 1 下一页 到第
使用帮助 返回顶部