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42篇 您的检索式:作者名="Subhashis"
    题名 作者 年代 出处 被引量
1Recognition of Partially Occluded Objects Using Neural Network Based Indexing显示文摘Rajpal Navi Chaudhury Stantanu Banerjee Subhashis 1999Pattern Recognition1999,,32:1
2Computation of synthetic seismograms for stratified azimuthally anisotropic media显示文摘Subhashis M Frazer L N 1990Journal of Geophysical Research1990,95,:1
3Determination of the principal directions of azimuthal anisotropy from P-wave seismic data显示文摘Subhashis M Kenneth L C Laurent J M Ronald E C 1998Geophysics1998,63,2:1
4Case History Some practical aspects of prestack waveform inversion using a genetic algorithm: An example from the east Texas Woodbine gas sand显示文摘SUBHASHIS MALLICK 1999GEOPHYSICS1999,64,2:1
5Improvement of minority carrier diffusion length in Si by Al gettering显示文摘Subhashi M Joshi Ulrich M Gosele Teh Y Tan 1995J Appl Phys1995,77,8:1
6Some practical aspects of prestack waveform inversion using a genetic algorithm:An example from the east Texas woodbine gas sand显示文摘Subhashis Mallick Geophysics0,64,2:1
7Cross-national survey of winter and summer patterns of mood seasonality: a comparison between Italy and India显示文摘Lorenzo Tonetti Subhashis Sahu Vincenzo Natale 2012Comprehensive Psychiatry2012,,:1
8利用纵波地震资料确定方位各向异性的主方向显示文摘在方位各向异性介质中,方位各向异性的主方向就是准纵波和准横波传播的方向,即准纵波和准横波为纯纵波和纯横波方式的方向。如果方位各向异性是由作用于一个方位各向同性背景中的定向垂直裂缝引起的,则这些主方向中的其中两个对应平行和垂直于裂缝的方向。横波穿过一个方位各向异性介质时,对与主方向有关的传播方向很敏感。因此,可以用一次横波或多分量转换横波资料来获得主方向。除了采集费用高外,多分量资料处理和解释还需要一种地震工业目前还没有完全开发的技术。另外,利用常规纵波资料检验各向异性也只限于一些不同方向的AVO定性研究。定量研究方位AVO,就是研究纵波资料在固定偏移距处振幅随方位的变化。研究结果显示振幅随方位角的变化是以2φ为周期的,其中φ是相对于一个主方向的激发方向的取向。对于裂缝感应各向异性,主方向对应平行或垂直于裂缝的方向。用纵波反射振幅的这个呈周期的方位关系来识别两种显著的各向异性检测情况。第一种情况是一个完全确定情况,针对这种情况我们已经用三种方位测线对每个共中心点(CMP)位置进行了观测,并推导出这种情况下计算主方向的取向方程。第二种情况是一个超定情况,针对这种情况用三个方位以上的测线进行了观测。这种超定情况中?Subhashis Mallick 张翠兰 蒋录全 1999世界地质1999,18,1:1
9Lipid-An emerging platform for oral delivery of drugs with poor bioavailability 显示文摘Subhashis C Dali S Brahmeshwar M 2009Eur J Pharm Biopharm2009,71,3:1
10Recognition of partially occluded objects using neural network based indexing显示文摘Navi R Stantanu C Subhashis B 1999Pattern Recognition1999,32,:1
11Shallow water flow prediction using prestack waveform inversion of conventional 3D seismic data and rock modeling 显示文摘Subhashis Mallick NaderC Dutta 2002The Leading Edge2002,,:1
12Corrosion inhibition studies of mild steel in acid medium using chloroquine phosphate显示文摘SUBHASHI S RAJALAKSHMI R 0,,08:1
13Practical aspects of reflectivity modeling显示文摘SUBHASHIS Mallick FRAZER L Neil 1987Geophysics1987,52,10:1
14Lipid – An emerging platform for oral delivery of drugs with poor bioavailability显示文摘Subhashis Chakraborty Dali Shukla Brahmeshwar Mishra Sanjay Singh 2009European Journal of Pharmaceutics and Biopharmaceutics2009,,1:1
15Determination of the principlal directions of azimuthal anisotropy from P-wave seismic data显示文摘 Kenneth L C Laurent M and Ronald E C 1998Geophysics1998,63,2:1
16Berberine: a potential phy- toehemical with multispectrum therapeutic activities显示文摘Parameswara RV Subhashis C Sanjay S 2010Drag Evalua- tion2010,19,10:1
17Toward a theoretical model of emissions control 显示文摘Arora S Subhashis G 1995Journal of Economic Behavior and Organization1995,28,12:1
18Prestack waveform inversion using a genetic algorithm-the present and the future显示文摘Subhashis Mallick 2001CSEG Recorder2001,,:1
19Determination of the principal directions of azimuthal anisotropy from P-wave seismic data显示文摘Subhashis M Kenneth L Laurent J 1998Geophysics1998,63,2:1
20Bayesian ROC curve estimation under verification bias显示文摘Gu JZ Subhashis G David K 2012Statist Med2012,11,:1
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