共查询到20条相似文献，搜索用时 984 毫秒
1.
Stephen H. Kirby 《Pure and Applied Geophysics》1977,115(1-2):245-258
The experimental flow data for rocks and minerals are reviewed and found to fit a law of the form $$\dot \varepsilon = A'\left[ {sinh (\alpha \sigma )} \right]^n \exp \left[ {{{ - (E * + PV * )} \mathord{\left/ {\vphantom {{ - (E * + PV * )} {RT}}} \right. \kern-\nulldelimiterspace} {RT}}} \right]$$ where \(\dot \varepsilon \) This law reduces to the familiar power-law stress dependency at low stress and to an exponential stress dependency at high stress. Using the material flow law parameters for olivine, stress profiles with depth and strain rate are computed for a representative range of temperature distributions in the lithosphere. The results show that the upper 15 to 25 km of the oceanic lithosphere must behave elastically or fail by fracture and that the remainder deforms by exponential law flow at intermediate depths and by power-law flow in the rest. A model computation of the gravitational sliding of a lithospheric plate using olivine rheology exhibits a very sharp decoupling zone which is a consequence of the combined effects of increasing stress and temperature on the flow law, which is a very sensitive function of both. 相似文献
2.
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3.
In three representative nodules contained in an alkali-olivine basalt, a succession of cumulate cycles has been noted: $$\begin{gathered} 1) olivine - orthopyroxene + \varepsilon (Cpx + Sp.); \hfill \\ 2) ortho - clinopyroxene + \varepsilon (Ol. + Sp. + Plag); \hfill \\ 3) ortho - clinopyroxene + Plag + \varepsilon (Ol. + Sp.). \hfill \\ \end{gathered} $$ The element distribution in the minerals enables us to say that these mafic and ultramafic nodules formed near the stability line of plagioclase at about 10 kb. These cumulates, which belong to a comagmatic series, from picrites to basalts, were formed in the upper mantle. They are associated with norites — Plag. + Opr. + Cpx. +≡ (Il. + Bi) — belonging to the same series, but crystallized in the deep part of the crust. On the other hand, these norites could be xenoliths taken away from an infragranitic basement of granulite facies. 相似文献
4.
青藏高原东缘低地形变速率的龙门山断裂带上相继发生了2008汶川Mw7.9级地震和2013芦山Mw6.6级地震.地震勘探与震源定位结果揭示了龙门山区域地震空间分布特征：纵向上,龙门山断裂带这两次地震主震均发生在龙门山断裂带上地壳的底部（14~19 km）,绝大部分余震均发生在上地壳范围（5~25 km）,而在其中、下地壳深度范围内鲜见余震发生;横向上,地震（Mw>3）在龙门山断裂带青藏高原一侧密集分布且曾有大震发生,而四川盆地地震稀少（Mw>3）.为探讨龙门山断裂带地震发生机理,并解释以上龙门山区域地震空间分布特征,本文建立了龙门山断裂带西南段跨芦山地震震中区域的四种不同流变结构的龙门山断裂带三维岩石圈模型,以地表GPS观测资料为约束边界条件,数值模拟龙门山断裂带岩石圈在数千年以上长期匀速构造挤压作用下的应力积累特征,探讨了地壳分层流变性质对地壳应力积累的影响,分析了该区域地震空间分布与构造应力积累速率的关系.计算结果表明：该区域在数千年的应力积累过程中,脆性上地壳中应力表现近于恒定值的线性增长趋势,龙门山断裂带上地壳底部出现应力集中积累现象,这一应力集中现象可以解释龙门山断裂带汶川地震与芦山地震主震的发生,及其大部分余震在脆性上地壳中的触发;青藏高原一侧上地壳应力积累速率远远高于四川盆地的应力积累速率,这一应力积累分布现象可以解释龙门山区域青藏高原一侧地震密集而四川盆地地震稀少的地震空间分布特征;通过比较不同流变结构模型中的应力积累状态,认为导致这一应力积累空间分布状态的重要控制因素在于青藏高原中、下地壳较低的黏滞系数与四川盆地中、下地壳较高的黏滞系数的差异.在柔性的中、下地壳内,应力增长近于指数形式,稳定状态之后其应力增长速率近于零,构造应力积累难以达到岩石破裂强度,因而鲜见地震发生.地壳各层位的应力增长率差异与地震成层分布的现象共同揭示了龙门山区域岩石圈分层流变结构：脆性上地壳、韧性中、下地壳（青藏高原一侧较弱,四川盆地一侧较强）、韧性岩石圈上地幔. 相似文献
5.
Alan Hoenig 《Pure and Applied Geophysics》1978,117(4):690-710
Calculations on the basis of the self-consistent approximation are used to study the effects of randomly distributed elliptical cracks and of non-randomly distributed circular cracks, either dry or saturated by a highly conductive material phase, on the electric conductivities of a cracked body. Analytic and numeric results are given for two special non-random distributions. In the first, the cracks are assumed randomly distributed in planes parallel to a given plane. In the second, the crack normals are randomly distributed in parallel planes. The results of the theoretical calculations indicate that the magnitudes of the crack induced variations of the dry cracked rock depend upon a crack density parameter ? rather than upon the crack porosity. Here, ? is defined as $$\varepsilon = \frac{{2N}}{\pi }< \frac{{A^2 }}{P} > $$ whereN is the average number of cracks per unit volume, andA andP are the crack area and perimeter respectively. (For circular cracks of radiusa, ?=N〈a3〉.) Although a straightforward relationship does connect ? with the porosity, it may be more meaningful for laboratory experiments to concentrate upon measuring crack-induced variations as functions of crack density rather than of porosity. For saturated cracked rocks, the results of the calculations indicate that, in addition to ?, variations in conductivity depend also upon a saturation parameter Ω, which relates crack aspect ratio α to matrix and fluid conductivities σ and σF $$\Omega = \frac{{{\sigma \mathord{\left/ {\vphantom {\sigma {\sigma _F }}} \right. \kern-\nulldelimiterspace} {\sigma _F }}}}{\alpha }.$$ 相似文献
6.
I.INTRODUCTION It iS generally accepted that the stress state in the upper crust and upper mantle in the southernQinghai—Xiz~g Plateau is essentially extensional(Molnar and Tapponnier,1978;Chen and Molnar,1983:Armijo et a1.,1986).Data offocal.mechanism 相似文献
7.
A simple law of wear rate is examined for the process of gouge generation during the frictional sliding of simulated faults in rocks, by use of the Pi theorem method (dimensional analysis) and existing experimental data. The relationship between wear rate (t/d) and the applied stress can be expressed by the power-law relations $$\frac{t}{d} = C_\sigma \sigma ^{m\sigma } ,\frac{t}{d} = C_\tau \tau ^{m\tau }$$ wheret is the thickness of the gouge generated on the frictional surfaces,d is the fault displacement, σ and τ are normal stress and shear stress, respectively, andC σ,C τ,m σ andm τ are constants. These results indicate that the exponent coefficientsm σ andm τ and the coefficientsC σ andC τ depend on the material hardness of the frictional surfaces. By using the wear rates of natural faults, these power-law relationships may prove to be an acceptable palaeopiezometer of natural faults and the lithosphere. 相似文献
8.
华北盆地自第三纪以来产生不均匀沉降,形成众多凹陷和隆起.传统的热张裂模型或是拉一分模型均不适用于华北盆地.我们根据反射和折射地震探测以及地震体波层析成象的结果,说明震源区附近存在Moho界面断裂,而且有明显的迹象表明,上地幔高温物质（低速度）向地壳下部入侵.因此,作者提出华北盆地强震以及凹陷形成的新模型,即在水平板块构造应力场的背景中,上地幔热物质向地壳下部入侵,它所产生的扰动应力场不仅在横向是不均匀的,而且在垂向也是不均匀的.它能够在地壳上部产生足够大的伸张应力场,同时在地壳中部或下部产生水平切应力场.这个新模型也能解释华北盆地的地壳厚度没有减薄,而地面热流又较大的现象. 由于地壳中力学性质随深度而改变,所以强震可能是由中部地壳的塑性形变以及上部地壳的脆性断层所组成的,即所谓两层破裂的震源模型. 相似文献
9.
10.
前人研究给出, 龙门山断裂带中南段地壳均衡异常显著, 具有发生7级以上大地震的深部动力背景。 2016年6月, 我们围绕该均衡异常显著区域开展重力/GNSS加密观测, 提高了该地区布格重力异常和地壳均衡异常场的空间分辨率。 依据上述观测结果与前期同类观测数据, 反演了汶川MW7.9地震周边地区地壳密度构造。 结果显示, 龙门山断裂带是地壳密度变化的高梯度带, 其东侧地壳较薄, 但其西部明显变厚, 上、 中、 下地壳变化趋势均呈现上述特征; 研究区东侧的莫霍面深度为35~40 km, 西侧为60~65 km。 此外, 利用重力/GNSS联合观测数据计算了汶川MW7.9地震震中区周边地区岩石圈承载的垂向构造应力场, 结果表明, 汶川MW7.9地震震中区北部、 宁强、 峨眉山周边地区蓄积了-30 MPa至-40 MPa的负向构造应力, 龙门山断裂带中南段蓄积了约40 MPa的正向构造应力, 区域最大垂向构造应力分布在龙门山断裂带中南段, 临近芦山MW6.6地震。 统计结果表明, 地震多发生在垂向构造应力高梯度带附近, 或垂向构造应力的高值区域。 相似文献
11.
James W. Telford 《Pure and Applied Geophysics》1980,119(2):278-293
Applications of the entrainment process to layers at the boundary, which meet the self similarity requirements of the logarithmic profile, have been studied. By accepting that turbulence has dominating scales related in scale length to the height above the surface, a layer structure is postulated wherein exchange is rapid enough to keep the layers internally uniform. The diffusion rate is then controlled by entrainment between layers. It has been shown that theoretical relationships derived on the basis of using a single layer of this type give quantitatively correct factors relating the turbulence, wind and shear stress for very rough surface conditions. For less rough surfaces, the surface boundary layer can be divided into several layers interacting by entrainment across each interface. This analysis leads to the following quantitatively correct formula compared to published measurements. 1 $$\begin{gathered} \frac{{\sigma _w }}{{u^* }} = \left( {\frac{2}{{9Aa}}} \right)^{{1 \mathord{\left/ {\vphantom {1 4}} \right. \kern-\nulldelimiterspace} 4}} \left( {1 - 3^{{1 \mathord{\left/ {\vphantom {1 2}} \right. \kern-\nulldelimiterspace} 2}} \frac{a}{k}\frac{{d_n }}{z}\frac{{\sigma _w }}{{u^* }}\frac{z}{L}} \right)^{{1 \mathord{\left/ {\vphantom {1 4}} \right. \kern-\nulldelimiterspace} 4}} \hfill \\ = 1.28(1 - 0.945({{\sigma _w } \mathord{\left/ {\vphantom {{\sigma _w } {u^* }}} \right. \kern-\nulldelimiterspace} {u^* }})({z \mathord{\left/ {\vphantom {z L}} \right. \kern-\nulldelimiterspace} L})^{{1 \mathord{\left/ {\vphantom {1 4}} \right. \kern-\nulldelimiterspace} 4}} \hfill \\ \end{gathered} $$ where \(u^* = \left( {{\tau \mathord{\left/ {\vphantom {\tau \rho }} \right. \kern-0em} \rho }} \right)^{{1 \mathord{\left/ {\vphantom {1 2}} \right. \kern-0em} 2}} \) , σ w is the standard deviation of the vertical velocity,z is the height andL is the Obukhov scale lenght. The constantsa, A, k andd n are the entrainment constant, the turbulence decay constant, Von Karman's constant, and the layer depth derived from the theory. Of these,a andA, are universal constants and not empirically determined for the boundary layer. Thus the turbulence needed for the plume model of convection, which resides above these layers and reaches to the inversion, is determined by the shear stress and the heat flux in the surface layers. This model applies to convection in cool air over a warm sea. The whole field is now determined except for the temperature of the air relative to the water, and the wind, which need a further parameter describing sea surface roughness. As a first stop to describing a surface where roughness elements of widely varying sizes are combined this paper shows how the surface roughness parameter,z 0, can be calculated for an ideal case of a random distribution of vertical cylinders of the same height. To treat a water surface, with various sized waves, such an approach modified to treat the surface by the superposition of various sized roughness elements, is likely to be helpful. Such a theory is particularly desirable when such a surface is changing, as the ocean does when the wind varies. The formula, 2 $$\frac{{0.118}}{{a_s C_D }}< z_0< \frac{{0.463}}{{a_s C_D (u^* )}}$$ is the result derived here. It applies to cylinders of radius,r, and number,m, per unit boundary area, wherea s =2rm, is the area of the roughness elements, per unit area perpendicular to the wind, per unit distance downwind. The drag coefficient of the cylinders isC D . The smaller value ofz o is for large Reynolds numbers where the larger scale turbulence at the surface dominates, and the drag coefficient is about constant. Here the flow between the cylinders is intermittent. When the Reynolds number is small enough then the intermittent nature of the turbulence is reduced and this results in the average velocity at each level determining the drag. In this second case the larger limit forz 0 is more appropriate. 相似文献
12.
Emile A. Okal 《Pure and Applied Geophysics》1990,134(3):333-354
We extend to the case of intermediate and deep earthquakes the mantle magnitude developed for shallow shocks byokal andTalandier (1989). Specifically, from the measurement of the spectral amplitude of Rayleigh waves at a single station, we obtain a mantle magnitude,M m, theoretically related to the seismic moment of the event through $$M_m = \log _{10} M_0 - 20.$$ The computation ofM minvolves two corrections. The distance correction is the same as for shallow shocks. For the purpose of computing the frequency-dependent source correction, we define three depth windows: Intermediate (A) (75 to 200 km); Intermediate (B) (200–400 km) and Deep (over 400 km). In each window, the source correctionC S is modeled by a cubic spline of log10 T. Analysis of a dataset of 200 measurements (mostly from GEOSCOPE stations) shows that the seismic moment of the earthquakes is recovered with a standard deviation of 0.23 units of magnitude, and a mean bias of only 0.14 unit. These figures are basically similar to those for shallow events. Our method successfully recognizes truly large deep events, such as the 1970 Colombia shock, and errors due to the potential misclassification of events into the wrong depth window are minimal. 相似文献
13.
The full moment tensor is a mathematical expression of six independent variables; however, on a routine basis, it is a common practice to reduce them to five assuming that the isotropic component is zero. This constraint is valid in most tectonic regimes where slip occurs entirely at the fault surface (e.g. subduction zones); however, we found that full moment tensors are best represented in transform fault systems. Here we present a method to analyze source complexity of earthquakes of different sizes using a simple formulation that relates the elastic constants obtained from independent studies with the angle between the slip and the fault normal vector, referred to as angle \( \theta \) ; this angle is obtained from the full moment tensors. The angle \( \theta \) , the proportion of volume change \( \left( k \right) \) and the constant volume (shear) component \( \left( T \right) \) are numerical indicators of complexity of the source; earthquakes are more complex as \( \theta \) deviates from \( \pi /2 \) or as T and k deviate from zero as well. These parameters are obtained from the eigensolution of the full moment tensor. We analyzed earthquakes in the Gulf of California that exhibit a clear isotropic component and we observed that the constant volume parameter T is independent of scalar moments, suggesting that big and small earthquakes are equally complex. In addition, simple models of one single fault are not sufficient to describe physically all the combinations of \( \theta \) in a source type plot. We also found that the principal direction of the strike of the Transform Fault System in the Gulf of California is following the first order approximation of the normal surface of the full moment tensor solution, whereas for deviatoric moment tensors the principal direction does not coincide with the strike of the Transform Fault System. Our observations that small and large earthquakes are equally complex are in agreement with recent studies of strike-slip earthquakes. 相似文献
14.
菲律宾群岛受到欧亚板块、菲律宾海板块和印度-澳大利亚板块的碰撞作用,地质环境复杂,构造因素多样.尽管近几年来已经有了少数关于该区域层析成像的研究,但这些研究的区域主要集中在马尼拉海沟、吕宋岛及中菲律宾地区,而关于群岛周围其他海沟和南菲律宾地区的讨论相对较少.到目前为止,还没有同时获得过关于菲律宾群岛深部纵、横波速度结构的研究,本次研究通过反演155779条P波震相和59642条S波震相,同时获得了菲律宾群岛从地表至150 km深度的纵、横波速度结构.地震层析成像结果表明该地区的壳幔速度结构具有较强的不均一性,地壳内部存在着广泛的低速异常,而表征俯冲板块的高速异常则沿着群岛周边的海沟展布.南海块体在马尼拉海沟中段的俯冲角度和俯冲活动性比南段小;菲律宾海板块在东吕宋海槽南段微弱的俯冲作用很有可能同本哈姆海台的碰撞有关.菲律宾群岛大部分MW>6.0的强震沿着各个板块的边界发生,体现出菲律宾海板块同欧亚板块之间的强耦合作用,群岛西侧的南海块体在马尼拉海沟16°N-20°N之间呈现出的弱耦合状态可能跟北吕宋地区的拉张应力环境有关,南海块体在16°N以南的地区同上覆块体之间的耦合作用较强;群岛东侧的菲律宾海板块在14°N以北的地区没有强震发生,它与菲律宾群岛之间的耦合程度从北向南逐渐增强,在12°N以南的地区要强于12°N以北的地区;此外苏禄海盆和菲律宾构造带之间也存在着强耦合关系. 相似文献
15.
Mantle Transition Zone Structure Beneath Southeastern China and its Implications for Stagnant Slab and Water Transportation in the Mantle 总被引：3，自引：0，他引：3
We determined depth variation of the 410- and 660-km discontinuities beneath southeastern China by common-converted-point stacking of \(\rm P\) -wave receiver functions of 121 permanent Chinese seismic stations. We then combined the results with seismic velocity variation to estimate temperature and water content variations in the mantle transition zone of the region. Previous tomographic studies have shown a stagnant slab in the mantle transition zone in eastern Asia that is connected to subduction of the western Pacific. Temperature variations obtained clearly outline the shape of the stagnant slab, with its western edge at 113.5 \(^\circ\) E and the southern edge at 28.5 \(^\circ\) N. The correlation between the location of the stagnant slab and surface tectonics suggests that the Cenozoic extension in eastern China is closely associated with the subduction of the western Pacific and its eastward migration. The water content of the stagnant slab is lower than in surrounding slabs, suggesting that the water has already been released from the subducting slab into the upper mantle. 相似文献
16.
The vertical structure of the crustal block of the Songliao Basin can be divided into upper, middle and low Earth’s crust
according to density. There is an about 3-km-thick low density interval between the upper crust and the middle crust. This
interval may be a magma chamber accumulated in crust by “fluid phase” which is precipitated and separated from upper mantle
meltmass. The abiogenetic natural gas, other gaseous mass and hydrothermal fluids are provided to the Songliao rifted basin
through crustal faults and natural earthquakes. This is a basic condition to form an abiogenetic gas reservoir in the Songliao
Basin. On both flanks of the upper crust (or named basin basement) fault there are structural traps in and above the basement
and unconformity surface or lateral extended sand, which contains communicated pores, as migration pathway and natural gas
reservoir; up to gas reservoirs there is shale as enclosed cap rock, and the suitable arrangement of these conditions is the
basic features of abiogenetic gas reservoir.
Project supported by the National Natural Sc~ence Foundation of China. 相似文献
17.
三维黏弹性数值模拟华北盆地地震空间分布与构造应力积累关系 总被引：2，自引：1，他引：1
华北盆地为我国板内地震多发区域,历史以来相继发生多次破坏性大地震.前人地震勘探与震源定位结果揭示了华北地震的空间分布特征:横向上,华北地震基本发生在地壳的薄弱地带(Moho面上隆),或者地壳厚度的急剧变化带;纵向上,华北地震在地壳一定深度范围内呈现成层分布特征;主震一般在上地壳底部9~15 km深度范围,余震多发生在大约深5~25 km的上地壳与中地壳范围内,在中地壳下层与下地壳中仅有少量或者鲜见有余震发生.为研究解释华北盆地地震空间分布的以上特征,本文建立了华北盆地岩石圈三维黏弹性有限元模型.震源机制和GPS反映华北盆地处于NNE最大主压应力方向挤压,因此对模型边界施以恒定的位移速率边界条件;数值模拟华北岩石圈各层位在数百年以上长期匀速构造挤压作用下的应力积累特征,分析了华北地震空间分布与构造应力积累速率的关系,探讨了地壳结构与地壳分层流变性质对地壳应力积累的影响.计算结果表明,Moho面的隆起与地壳各层位岩石介质的黏滞系数是华北盆地地震孕育的重要因素.华北盆地在构造挤压的持续作用下,Moho面隆起处产生明显应力集中现象.该区域应力在长时期的积累过程中,在脆性的上地壳与中地壳上层,应力表现近于线性增长趋势,上地壳底部较其它深度有最大的应力增长率,其主震可以在应力积累至岩石破裂强度时发生;在脆、韧性转换的中地壳下层,应力增长速率次之,华北地震的大部分余震可能在该层位为主震所触发;而在柔性的下地壳应力增长近于指数形式,稳定状态之后其应力增长速率近于零,而鲜有地震发生.地壳各层位的应力增长率差异与地震成层分布的现象揭示了华北地壳的分层流变性质:脆性(上地壳)-较弱脆性(中地壳上层)-较弱韧性(中地壳下层)-较强韧性(下地壳)-韧性(岩石圈上地幔)的分层流变结构. 相似文献
18.
在华北盆地中西部的临城一巨鹿深地震反射剖面上，ＣＤＰ叠加剖面在双程走时２．５-４．５ｓ部分显示出一系列连续性好、能量强的低角度反射事件，在剖面上显示的延伸距离达４０ｋｍ．这些反射事件解释为滑脱断层，它自西向东倾角变缓，发育在深度为ｓｋｉｎ（剖面西端）至１０ｋｍ（东端）的结晶基岩中．在剖面的浅部显示出两个相似的单边断陷盆地，其主断裂以铲形归并到这一滑脱构造．上盘在伸展过程中向东滑移，拉张和重力滑动作用可能是形成这些断裂的主要原因．剖面东部的中下地壳内众多的反射事件具有叠层状的特征，并遭受强烈的变形，可能表示地幔物质上涌侵入至地壳内．岩浆侵入在地壳上部形成附加的伸展应力场，同时使下地壳增热，粘度下降，某些矿物发生脱水作用，脱出的水上移并储存于中地壳内．伸展应力场及热和水的作用促进滑脱构造的形成．邢台地震的震源深度分布表明，这一地区脆韧过渡带的深度为１０-２５ｋｍ，滑脱面为过渡带的上界面． 相似文献
19.
Jinhai Yu 《中国科学D辑(英文版)》1997,40(3):322-328
The following Poisson’s equation with the Stokes’ boundary condition is dealt with $$\left\{ \begin{gathered} \nabla ^2 T = - 4\pi Gp outside S, \hfill \\ \left. {\frac{{\partial T}}{{\partial h}} = \frac{1}{\gamma }\frac{{\partial y}}{{\partial h}}T} \right|_s = - \Delta g, \hfill \\ T = O\left( {r^{ - 3} } \right) at infinity, \hfill \\ \end{gathered} \right.$$ whereS is reference ellipsord. Under spherical approximation transformation, the ellipsoidal correction terms about the boundary condition, the equation and the density in the above BVP are respectively given. Therefore, the disturbing potentialT can he obtained if the magnitudes aboveO(ε4) are neglected. 相似文献
20.
Dr. H. Bührer 《Aquatic Sciences - Research Across Boundaries》1979,41(2):418-420
Total content is used mostly for balances. In order to calculate the areas of different depths, the contours are cut out of a topographical map and weighed. The formula is derived from the substance concentration (taken as a linear function of the depth), times the volume of a truncated cone. Content of one layer: $$\frac{{\Delta z}}{{l2}}\left[ {\left( {f_l + f_u } \right)^2 \cdot \left( {c_l + c_u } \right) + 2c_l f_l^2 + 2c_u f_u^2 } \right]$$ fu Square root of upper area f1 Square root of lower area cu Concentration at upper depth c1 Concentration at lower depth Δz Difference of depths (i.e. thickness of layer) Sum of contents of all layers gives total content of the lake. 相似文献