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首頁» 過刊瀏覽» 2020» Vol.5» Issue(4) 483-495???? DOI : 10.3969/j.issn.2096-1693.2020.04.042
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基于差異共振聲譜儀多階共振模式的彈性模量頻散測(cè)量
唐跟陽,董春暉,,王尚旭,,曾心 ,任保德
1 中國(guó)石油大學(xué)(北京)地球物理學(xué)院,,北京 102249 2 教育部復(fù)雜油氣藏勘探開發(fā)工程研究中心,北京 102249
Dispersion measurement using the primary and higher order resonance modes of the DARS system
TANG Genyang, DONG Chunhui, WANG Shangxu, ZENG Xin, REN Baode
1 College of Geophysics , China University of Petroleum-Beijing, Beijing 102249, China 2 Ministry of Education Complex Oil and Gas Reservoir Exploration and Development Engineering Research Center, Beijing 102249, China

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摘要? 利用差異共振聲譜系統(tǒng)(DARS)可測(cè)量巖石樣品在~600 Hz下的壓縮系數(shù)或彈性模量,,該測(cè)量依靠DARS 系統(tǒng)的一階共振模式測(cè)量來實(shí)現(xiàn),,而忽略了使用更高階共振模式可以獲得的信息。本文利用DARS系統(tǒng)的第二,、 三階共振模式測(cè)量以估算巖石樣品的體積模量,。使用三個(gè)參考樣品代替兩個(gè)參考樣品,我們獲得了具有更高準(zhǔn) 確度的校準(zhǔn)參數(shù),。通過對(duì)校準(zhǔn)參數(shù)分析,,改進(jìn)了測(cè)量過程,選擇了具有較高敏感度的測(cè)量位置來替代傳統(tǒng)的多 點(diǎn)測(cè)量,。在此基礎(chǔ)上,,提出了一種新的線性最小二乘反演算法,用于獲得校準(zhǔn)參數(shù)和樣品彈性參數(shù),。利用這種 高精度反演方法獲得了 7 塊不同孔隙度的人工砂巖樣品在三個(gè)共振頻率下的體積模量,。這些樣品的體積模量顯 示出從低階共振頻率(~600 Hz)到第三階共振頻率(~1800 Hz)的頻散。對(duì)于具有相對(duì)低到中等滲透率的樣品,,頻 散較大,,而對(duì)于具有高滲透率的樣品,頻散較弱,。這種頻散差異受滲透率控制,,是由于樣品孔隙中流體流動(dòng)性 不同,導(dǎo)致不同的樣品落入不同的“域”。對(duì)于滲透率相對(duì)較低或中等的樣品,,DARS共振頻率可能在頻散特征 頻率范圍內(nèi),,因此頻散較強(qiáng)。對(duì)于滲透率較高的樣品,,DARS共振頻率處于低頻范圍內(nèi),,體積模量幾乎不隨頻 率發(fā)生變化。根據(jù)這一結(jié)論,,在地震和聲波測(cè)井頻率下測(cè)得的高滲透率儲(chǔ)層巖石的彈性性質(zhì)可能幾乎沒有差異,。 低滲透性的儲(chǔ)層巖石在這些頻帶可能具有相當(dāng)大的彈性性質(zhì)差異,從而引起地震與測(cè)井獲取的儲(chǔ)層參數(shù)不匹配 問題,。因此,,頻散特征頻率和強(qiáng)度可能是表征滲透率的指標(biāo)之一。采用多階共振頻率的DARS測(cè)量方法,,可以 在地震—聲波測(cè)井頻率范圍內(nèi)提供直接的頻散數(shù)據(jù),,對(duì)研究巖石的頻散機(jī)理具有很大的潛力。頻散數(shù)據(jù)還可以 用來解釋地震和聲波頻帶上彈性性質(zhì)的差異,,為地震與測(cè)井匹配問題提供重要的參考依據(jù),。
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關(guān)鍵詞 : DARS系統(tǒng),;人工砂巖,;滲透率,;體積模量;頻散
Abstract

 

The Differential Resonance Acoustic Spectroscopy System (DARS) can be used to measure the compressibility or elastic modulus of rock samples at ~600 Hz. The measurement relies on the first-order resonance mode measurement of the DARS system, while ignoring the use of higher-order resonance modes to obtain information. This article uses the second and third order resonance mode measurements of the DARS system to estimate the bulk modulus of rock samples. Using three reference samples instead of two reference samples, we have obtained calibration parameters with higher accuracy. Through the analysis of the calibration parameters, the measurement process is improved, and a measurement location with higher sensitivity is selected to replace the traditional multi-point measurement. On this basis, a new linear least squares inversion algorithm is proposed to obtain calibration parameters and sample elastic parameters. Using this high-precision inversion method, the bulk modulus of seven artificial sandstone samples with different porosities was obtained at three resonance frequencies. The bulk modulus of these samples showed dispersion from the low-order resonance frequency (~600 Hz) to the third-order resonance frequency (~1800 Hz). For samples with relatively low to medium permeability, the dispersion is large, while for samples with high      permeability, the dispersion is weak. This dispersion difference is controlled by permeability, which is due to the different fluidity      of the fluid in the sample pores, which causes different samples to fall into different “domains”. For samples with relatively low      or medium permeability, the DARS resonance frequency may be within the characteristic frequency range of the dispersion, so      the dispersion is strong. For samples with higher permeability, the DARS resonance frequency is in the low frequency range, and      the bulk modulus hardly changes with frequency. According to this conclusion, there may be almost no difference in the elastic      properties of high permeability reservoir rocks measured at seismic and acoustic logging frequencies. Low-permeability reservoir      rocks may have considerable differences in elastic properties in these frequency bands, which may cause a mismatch between      seismic and logging reservoir parameters. Therefore, the characteristic frequency and intensity of dispersion may be one of the      indicators of permeability. This article adopts the DARS measurement method of multi-order resonance frequencies, which can      provide direct dispersion data in the frequency range of seismic-sonic logging, and has great potential for studying the dispersion      mechanism of rocks. Dispersion data can also be used to explain the difference in elastic properties between seismic and acoustic      frequency bands and provide an important reference for the matching of seismic and logging data.  
Key words: DARS system; artificial sandstone; permeability; bulk modulus; dispersion
收稿日期: 2020-12-29 ????
PACS: ? ?
基金資助:國(guó)家自然科學(xué)基金(41930425, 41774143) 資助
通訊作者: [email protected]
引用本文: ??
TANG Genyang, DONG Chunhui, WANG Shangxu, ZENG Xin, REN Baode. Dispersion measurement using the primary and higher order resonance modes of the DARS system. Petroleum Science Bulletin, 2020, 04: 483-495.
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