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巴黎盆地
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     ROCK-MAGNETIC STUDY OF THE LOWER JURASSIC SEDIMENTARY ROCKS FROM PARIS BASIN AND ITS IMPLICATIONS
     巴黎盆地下侏罗统的岩石磁学研究及其意义
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     The study of orthogonal anisotropy has arisen great interesting and attentions in the geophysical circles, since Bush, Crampin and some others successfully deciphered the S wave splitting anomalousobserved in the Paris Basin by using ORA medium model.
     自Bush和Crampin等人用ORA介质模型成功地解释了巴黎盆地观测到的横波分裂异常以来 ,正交各向异性问题的研究已引起了地球物理学界极大的兴趣和重视。
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  相似匹配句对
     PARIS IN THE RAW
     天体巴黎
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     If You are Invited by a Parisian For Dinner
     作客巴黎
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     ROCK-MAGNETIC STUDY OF THE LOWER JURASSIC SEDIMENTARY ROCKS FROM PARIS BASIN AND ITS IMPLICATIONS
     巴黎盆地下侏罗统的岩石磁学研究及其意义
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     Metamorphic Rocks in the East China Sea Basin
     东海盆地的变质岩
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     THE TECTOGENESIS IN LIAOHE BASIN
     辽河盆地的构造运动
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The study of orthogonal anisotropy has arisen great interesting and attentions in the geophysical circles, since Bush, Crampin and some others successfully deciphered the S wave splitting anomalousobserved in the Paris Basin by using ORA medium model. Geophysicists come to realize that orthogonal anisotropy may be the most realistic and simplest medium model for many a geophysical problems. Based on the wave equations established in general coordinate system for orthorhombic anisotropy media, this paper discussed...

The study of orthogonal anisotropy has arisen great interesting and attentions in the geophysical circles, since Bush, Crampin and some others successfully deciphered the S wave splitting anomalousobserved in the Paris Basin by using ORA medium model. Geophysicists come to realize that orthogonal anisotropy may be the most realistic and simplest medium model for many a geophysical problems. Based on the wave equations established in general coordinate system for orthorhombic anisotropy media, this paper discussed the stability conditions for numerical calculations of wavefields using pseudo spectral method. Forward modeling of elastic wavefields was then performed on the orthorhombic anisotropy media. Excellent results have been reached.

自Bush和Crampin等人用ORA介质模型成功地解释了巴黎盆地观测到的横波分裂异常以来 ,正交各向异性问题的研究已引起了地球物理学界极大的兴趣和重视。现在 ,地球物理学界也越来越意识到 ,对于许多地球物理问题 ,正交各向异性可能是最简单的实际介质模型。在建立一般观测坐标系下正交各向异性介质波动方程的基础上 ,着重讨论了相应的伪谱法波场数值计算的稳定性条件 ,进而用伪谱法实现了正交各向异性介质弹性波场的正演模拟 ,获得了很好的模拟效果

 
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