论文部分内容阅读
海底扇朵叶体系是海底扇体系内最重要的储层类型之一，也是世界深水油气勘探的热点领域。尽管国内外学者针对海底扇朵叶体系的构型模式开展了大量的研究工作，但对于朵叶体系的构型级次特征、空间分布规律、复合样式以及定量规模关系等方面仍存在较大的争议。
西非OML130区块海底扇朵叶体系构型模式研究
【摘 要】
：
海底扇朵叶体系是海底扇体系内最重要的储层类型之一，也是世界深水油气勘探的热点领域。尽管国内外学者针对海底扇朵叶体系的构型模式开展了大量的研究工作，但对于朵叶体系
【机 构】
：
中国石油大学(北京)地球科学学院,北京102249,中国
【出 处】
：
第二届国际古地理学会议
【发表日期】
：
2015年期
其他文献
We present a novel method to compute reduced Teichm"{u}ller map between shapes.The method operates by iteratively solving Beltrami equation and finally make sur
会议
In this paper,we prove that a valuation ring($)R($) is archimedean if and only if for any finitely generated ideal I of R[x],the ideal LT}(I) generated by the l
会议
In this paper,basic properties of the Gr(o)bner bases for modules in Z[x]^n are given.Based on these properties,two algorithms to compute the Gr(o)bner bases fo
会议
This paper mainly focuses on the topology optimization technology for 3‐D printing product design.Using traditional topology optimization technology is able to
会议
Most Rapid prototyping(RP) processes require the input model to be represented in STereoLithography(STL) format,which is actually an approximated B‐rep represe
会议
In this talk,we describe the modified Abramov-Petkovsek reduction developed in the ISSAC paper written by Chen et.al this year,and present two applications:one
会议
We prove that for any uniserial ring($){f R}($) of Krull dimension($)le 1($) and($)nge 3($),the group($)SL_n({f R}[x])=E_n({f R}[x])($),and for any arithmetical
会议
In this paper,based on the PD algorithm and the computer system Maple,the Hofbauer-So-Takeuchi conjecture for a Lotka‐Volterra system with discrete diffusion i
会议
This paper is focused on controller parameterization method of H_infinity control for a vehicle model with active suspension system,which involves internal stab
会议