论文标题
弥赛亚盐度危机期间地中海海平面限制周期的批判性分析
Critical Analysis of Mediterranean Sea Level Limit Cycles During the Messinian Salinity Crisis
论文作者
论文摘要
弥赛亚盐度危机(5.97-5.33 MA)可能是最近地质史上海平面变化的最重要时期之一。在此期间,整个地中海盆地中的蒸发物沉积记录了一系列急剧的环境变化,因为流经直布罗陀海峡的流动受到限制。在蒸发物沉积的第一阶段,石膏的循环出现在地中海边缘的浅盆地中。数十年来一直研究了复杂的环境历史,但仍存在争议。值得注意的是,蒸发物是否与地中海海平面的重大变化有关是一个悬而未决的问题。在一个提出的模型中,直布罗陀海峡的构造隆起和侵蚀之间的竞争会导致自我维持的海平面振荡 - 限制周期 - 这会触发蒸发液沉积。在这里,我表明极限周期不是提出模型的强大结果,并讨论了该模型产生的任何振荡如何取决于关键模型方程的不切实际表述。首先,我简化了模型方程,并测试了是否以6400万个模型参数组合产生了极限周期,仅在所有模拟的0.2%中找到振荡。接下来,我检查了代表直布罗陀海峡上的临界模型方程的公式,得出的结论是,在提议的模型中,更现实的配方将使海平面限制周期不可能,即使不是不可能。
The Messinian Salinity Crisis (5.97-5.33 Ma) may be one of the most significant periods of sea-level change in recent geologic history. During this period, evaporite deposition throughout the Mediterranean basin records a series of dramatic environmental changes as flow through the Strait of Gibraltar was restricted. In the first stage of evaporite deposition, cycles of gypsum appear in shallow basins on the margins of the Mediterranean. The complex environmental history giving rise to these cycles has been investigated for decades but remains controversial. Notably, whether the evaporites are connected to significant changes in Mediterranean sea-level is an open question. In one proposed model, competition between tectonic uplift and erosion at the Strait of Gibraltar gives rise to self-sustaining sea-level oscillations -- limit cycles -- which trigger evaporite deposition. Here I show that limit cycles are not a robust result of the proposed model and discuss how any oscillations produced by this model depend on an unrealistic formulation of a key model equation. First, I simplify the model equations and test whether limit cycles are produced in 64 million unique combinations of model parameters, finding oscillations in only 0.2 % of all simulations. Next, I examine the formulation of a critical model equation representing stream channel slope over the Strait of Gibraltar, concluding that a more realistic formulation would render sea-level limit cycles improbable, if not impossible, in the proposed model.