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泊松
poisson
An alternative to conventional AVO inversion for determining Poisson's Ratio 一种AVO反演泊松比的方法 短句来源 Occurrence Probability Model of Earthquake Intensity Based on the Poisson Distribution 基于泊松分布的地震烈度发生概率模型 短句来源 The Application of Dual Poisson Process to the Seismic Risk Evaluation 双泊松过程在地震危险性评估中的应用 短句来源 Nonstationary poisson model for earthquake occurrence 地震发生的非稳态泊松模型 短句来源 Inversion of Poisson's ratio and reservoir thickness by AVO effect 利用AVO效应反演泊松比和储层厚度 短句来源 更多 poisson ' s
An alternative to conventional AVO inversion for determining Poisson's Ratio 一种AVO反演泊松比的方法 短句来源 Inversion of Poisson's ratio and reservoir thickness by AVO effect 利用AVO效应反演泊松比和储层厚度 短句来源 Poisson's ratio inversion based on AVO forward modeling 基于AVO正演模拟的泊松比反演 短句来源 The Poisson's Theorem Based Analysis Method and Application of Magnetic and Gravity Anomalies 基于泊松定理的重磁异常分析方法及应用 短句来源 Residual moveout correction and Poisson's ratio inversion 剩余时差校正及泊松比反演 短句来源 更多 “泊松”译为未确定词的双语例句
NONSTATIONARY POISON MODEL FOR MEDIUM- AND LONG- TERM PREDICTION OF EARTHQUAKE OCCURRENCE 地震发生中长期预测中的非稳态泊松模型 短句来源 Comparison of Computational Results Derived from Time-Dependent and Possion Models Respectively 时间相依模型与泊松模型计算结果的对比分析——以道孚及炉霍潜源为例 短句来源 The characteristic earthquake model is set up by using paleoseismic and historical earthquake data of the West China. 利用中国西部古地震和历史地震资料建立了特征地震模型并与分档泊松模型结合组成混合地震模型 . 短句来源 On the basis of heterogeneity of rock material,the influence of Poison ratio of inclusion on fracture mode of specimen with inclusion is simulated by using our RFPA\+\{2D\} system. 运用自行开发的岩石破裂过程分析系统RFPA2D,在考虑岩石材料非均匀性的基础上 ,对含不同泊松比的包体试样的破裂模式进行了数值试验。 研究认为 :包体泊松比对含包体试样的破裂模式有重要影响。 短句来源 The earthquake probabilities of Luhuo and Daofu seismic zones with magnitudes range from 7.0≤M<7.5 and 7.5≤M<8.0 in future 50a were calculated by applying Brownian Passage Time and Possion models. 运用时间相依的布朗过程时间模型和泊松模型,分别计算了炉霍潜源和道孚潜源7.0≤M<7.5和7.5≤M<8.0震级档未来50a的发震概率,并将其与根据中国地震动参数区划图(2001)潜在震源区划分综合方案且运用分档泊松模型所得的计算结果进行对比分析。 短句来源 更多 
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Coordinates on Schubert cells, Kostant's harmonic forms, and the Bruhat Poisson structure onG/B
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For the flag manifoldX=G/B of a complex semi-simple Lie groupG, we make connections between the Kostant harmonic forms onG/B and the geometry of the Bruhat Poisson structure.
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We show that on each Schubert cell, the corresponding Kostant harmonic form can be described using only data coming from the Bruhat Poisson structure.
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Bi-Poisson Structures and Integrability of Geodesic Flow on Homogeneous Spaces
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This boils down to a Duistermaat-Heckman exact stationary phase calculation, involving a Poisson structure on the dual symmetric space G0/K discovered by Evens and Lu.
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We show that for the new Legendre transform variants of Poisson's formula and inversion theorems hold.
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Note on a boundary value problem of poisson's equation
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This note shows that for a BVP of Poisson's equation withQm(u, v) as its source function, a direct evaluation of some integrals yields the same exact results as obtained by similarity analysis.
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The existence of an antisymmetric edge wave mode depends on the Poisson's ratio of the elastic plate.
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The complete asymptotic expansion for the measure of approximation of Abel-Poisson's singular integral for Lip 1
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