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Generation, ascent and eruption of magma on the Moon:new insights into source depths, magma supply, intrusions and effusive/explosive eruptions (Part 1: Theory)

机译:月球上岩浆的产生,上升和爆发:对震源深度,岩浆供应,侵入和喷发/爆炸爆发的新见解(第1部分:理论)

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摘要

We model the ascent and eruption of lunar mare basalt magmas with new data on crustal thickness and density (GRAIL), magma properties, and surface topography, morphology and structure (Lunar Reconnaissance Orbiter). GRAIL recently measured the broad spatial variation of the bulk density structure of the crust of the Moon. Comparing this with the densities of lunar basaltic and picritic magmas shows that essentially all lunar magmas were negatively buoyant everywhere within the lunar crust. Thus positive excess pressures must have been present in melts at or below the crust–mantle interface to enable them to erupt. The source of such excess pressures is clear: melt in any region experiencing partial melting or containing accumulated melt, behaves as though an excess pressure is present at the top of the melt column if the melt is positively buoyant relative to the host rocks and forms a continuously interconnected network. The latter means that, in partial melt regions, probably at least a few percent melting must have taken place. Petrologic evidence suggests that both mare basalts and picritic glasses may have been derived from polybaric melting of source rocks in regions extending vertically for at least a few tens of km. This is not surprising: the vertical extent of a region containing inter-connected partial melt produced by pressure-release melting is approximately inversely proportional to the acceleration due to gravity. Translating the ∼25 km vertical extent of melting in a rising mantle diapir on Earth to the Moon then implies that melting could have taken place over a vertical extent of up to 150 km. If convection were absent, melting could have occurred throughout any region in which heat from radioisotope decay was accumulating; in the extreme this could have been most of the mantle. The maximum excess pressure that can be reached in a magma body depends on its environment. If melt percolates upward from a partial melt zone and accumulates as a magma reservoir, either at the density trap at the base of the crust or at the rheological trap at the base of the elastic lithosphere, the excess pressure at the top of the magma body will exert an elastic stress on the overlying rocks. This will eventually cause them to fail in tension when the excess pressure has risen to close to twice the tensile strength of the host rocks, perhaps up to ∼10 MPa, allowing a dike to propagate upward from this point. If partial melting occurs in a large region deep in the mantle, however, connections between melt pockets and veins may not occur until a finite amount, probably a few percent, of melting has occurred. When interconnection does occur, the excess pressure at the top of the partial melt zone will rise abruptly to a high value, again initiating a brittle fracture, i.e. a dike. That sudden excess pressure is proportional to the vertical extent of the melt zone, the difference in density between the host rocks and the melt, and the acceleration due to gravity, and could readily be ∼100 MPa, vastly greater than the value needed to initiate a dike. We therefore explored excess pressures in the range ∼10 to ∼100 MPa. If eruptions take place through dikes extending upward from the base of the crust, the mantle magma pressure at the point where the dike is initiated must exceed the pressure due to the weight of the magmatic liquid column. This means that on the nearside the excess pressure must be at least ∼19 ± 9 MPa and on the farside must be ∼29 ± 15 MPa. If the top of the magma body feeding an erupting dike is a little way below the base of the crust, slightly smaller excess pressures are needed because the magma is positively buoyant in the part of the dike within the upper mantle. Even the smallest of these excess pressures is greater than the ∼10 MPa likely maximum value in a magma reservoir at the base of the crust or elastic lithosphere, but the values are easily met by the excess pressures in extensive partial melt zones deeper within the mantle. Thus magma accumulations at the base of the crust would have been able to intrude dikes part-way through the crust, but not able to feed eruptions to the surface; in order to be erupted, magma must have been extracted from deeper mantle sources, consistent with petrologic evidence. Buoyant dikes growing upward from deep mantle sources of partial melt can disconnect from their source regions and travel through the mantle as isolated bodies of melt that encounter and penetrate the crust–mantle density boundary. They adjust their lengths and internal pressure excesses so that the stress intensity at the lower tip is zero. The potential total vertical extent of the resulting melt body depends on the vertical extent of the source region from which it grew. For small source extents, the upper tip of the resulting dike crossing the crust–mantle boundary cannot reach the surface anywhere on the Moon and therefore can only form a dike intrusion; for larger source extents, the dike can reach the surface and erupt on the nearside but still cannot reach the surface on the farside; for even larger source extents, eruptions could occur on both the nearside and the farside. The paucity of farside eruptions therefore implies a restricted range of vertical extents of partial melt source region sizes, between ∼16 and ∼36 km. When eruptions can occur, the available pressure in excess of what is needed to support a static magma column to the surface gives the pressure gradient driving magma flow. The resulting typical turbulent magma rise speeds are ∼10 to a few tens of m s−1, dike widths are of order 100 m, and eruption rates from 1 to 10 km long fissure vents are of order 105 to 106 m3 s−1. Volume fluxes in lunar eruptions derived from lava flow thicknesses and surface slopes or rille lengths and depths are found to be of order 105 to 106 m3 s−1 for volume-limited lava flows and >104 to 105 m3 s−1 for sinuous rilles, with dikes widths of ∼50 m. The lower end of the volume flux range for sinuous rilles corresponds to magma rise speeds approaching the limit set by the fact that excessive cooling would occur during flow up a 30 km long dike kept open by a very low excess pressure. These eruptions were thus probably fed by partial melt zones deep in the mantle. Longer eruption durations, rather than any subtle topographic slope effects, appear to be the key to the ability of these flows to erode sinuous rille channels. We conclude that: (1) essentially all lunar magmas were negatively buoyant everywhere within the crust; (2) positive excess pressures of at least 20–30 MPa must have been present in mantle melts at or below the crust–mantle interface to drive magmas to the surface; (3) such pressures are easily produced in zones of partial melting by pressure-release during mantle convection or simple heat accumulation from radioisotopes; (4) magma volume fluxes available from dikes forming at the tops of partial melt zones are consistent with the 105 to 106 m3 s−1 volume fluxes implied by earlier analyses of surface flows; (5) eruptions producing thermally-eroded sinuous rille channels involved somewhat smaller volume fluxes of magma where the supply rate may be limited by the rate of extraction of melt percolating through partial melt zones.
机译:我们使用地壳厚度和密度(GRAIL),岩浆特性以及表面地形,形态和结构(月球勘测轨道器)的新数据来模拟月球玄武岩岩浆的上升和喷发。 GRAIL最近测量了月球壳的堆积密度结构的广泛空间变化。将其与月球玄武岩和郊游岩浆的密度进行比较表明,基本上所有月球岩浆在月壳内各处都具有负浮力。因此,在地壳—地幔界面处或下方的熔体中必须存在正超压,以使其爆发。这种超压的来源很明确:在任何发生部分熔融或含有累积熔体的区域中,如果熔体相对于主体岩石呈正浮力,并且在熔体塔顶部存在超压,则其行为就好像是超压。连续互连的网络。后者意味着在部分熔融区域中,可能至少发生了百分之几的熔融。岩石学证据表明,母马玄武岩和野外玻璃可能都来自垂直延伸至少几十公里的区域中源岩的多重熔融作用。这不足为奇:包含由压力释放熔化产生的相互连接的部分熔化物的区域的垂直范围与重力引起的加速度大致成反比。将地球上上升的地幔底辟中约25 km的垂直融化范围转换为月球,则意味着融化可能已经发生在150 km的垂直范围内。如果没有对流,则可能会在放射性同位素衰变所积聚的热量的任何区域发生熔化。在极端情况下,这可能是大部分问题。岩浆体中可达到的最大超压取决于其环境。如果熔体从部分熔体区向上渗透并作为岩浆储集层聚集,则在地壳底部的密度阱或弹性岩石圈底部的流变阱处,岩浆体顶部的多余压力会在上覆的岩石上施加弹性应力。当过大的压力上升到接近母岩抗张强度的两倍时,最终将导致它们的拉力失效,可能高达10 MPa,从而使堤坝从该点向上传播。但是,如果在地幔深处的较大区域发生部分熔化,则只有在发生有限量(可能为百分之几)的熔化之前,熔化矿穴和矿脉之间的连接才可能发生。当确实发生互连时,部分熔体区顶部的过大压力将突然升高至高值,再次引发脆性断裂,即堤坝。突然的过大压力与熔体区的垂直范围,基质岩石和熔体之间的密度差以及重力引起的加速度成正比,很容易达到约100 MPa,远远大于启动所需的值。堤防。因此,我们探索了约10至约100 MPa的过压。如果通过从地壳底部向上延伸的堤防发生喷发,则堤防发动点的地幔岩浆压力必须超过岩浆液柱的重量所产生的压力。这意味着在近侧的过压必须至少为〜19±9 MPa,而在远侧的过压必须为〜29±15 MPa。如果馈入喷发堤坝的岩浆体顶部略低于地壳底部,则需要稍小的过剩压力,因为岩浆在上地幔内的堤坝部分为正浮力。在地壳或弹性岩石圈底部的岩浆储层中,即使这些最小压力中的最小压力也大于约10 MPa可能的最大值,但这些值很容易通过地幔深处的广泛部分熔融区中的压力来满足。 。因此,地壳底部的岩浆堆积本来可以在地壳中途侵入堤防,但不能将喷发物馈送到地表。为了被喷发,岩浆必须从更深的地幔源中提取出来,这与岩石学证据一致。从深层地幔的部分熔体中向上生长的浮堤可以从其源区断开,并穿过熔体,因为孤立的熔体遇到并穿透了地壳-地幔的密度边界。他们调整长度和内部压力过大,以使下端的应力强度为零。所得熔体的潜在总垂直范围取决于其生长来源区域的垂直范围。对于较小的震源范围,所形成的堤防的上端越过地幔边界,就无法到达月球上的任何表面,因此只能形成堤防侵入。对于更大的来源范围,堤坝可以到达水面并在近侧喷发,但仍不能到达水面在远侧;对于更大的源范围,近端和远端都可能发生喷发。因此,远侧火山喷发的缺乏意味着部分熔体源区域大小的垂直延伸范围受到限制,范围在〜16至〜36 km之间。当可能发生喷发时,可用压力超过将静态岩浆柱支撑到地表所需的压力,从而产生驱动岩浆流动的压力梯度。产生的典型湍流岩浆上升速度约为10到几十个s s-1,堤防宽度为100 m量级,而1至10 km长的裂隙喷口的喷发速率约为105到106 m3 s-1。发现来自熔岩流厚度,表面坡度或细流长度和深度的月爆发中的体积通量,对于有限体积的熔岩流,约为105至106 m3 s-1,对于弯曲的细流,> 104至105 m3 s-1,堤防宽度约为50 m。蜿蜒小溪的体积通量范围的下端对应于岩浆上升速度,接近岩浆上升速度,这是由于在非常低的过高压力下保持打开状态的30 km长的堤坝上流时会发生过度冷却。因此,这些喷发可能是由地幔深处的部分融化带引起的。更长的喷发持续时间,而不是任何细微的地形坡度影响,似乎是这些流侵蚀蜿蜒的小河通道能力的关键。我们得出以下结论:(1)基本上所有月球岩浆在地壳内各处都是负浮力的; (2)在地壳-地幔界面处或下方的地幔熔体中必须存在至少20-30 MPa的正过压,以将岩浆驱赶到地表; (3)在地幔对流过程中的压力释放或放射性同位素的简单热量积聚容易在部分熔融区内产生这种压力; (4)部分熔体顶部形成的堤坝可提供的岩浆体积通量与表面流早期分析所暗示的105至106 m3 s-1体积通量一致; (5)产生热侵蚀的蜿蜒小河通道的喷发涉及岩浆的体积通量稍小,其中的供给速率可能受到部分熔体渗出的熔体渗出速率的限制。

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