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青藏高原挠曲均衡重力异常特征及其地质意义

张星宇 杜劲松 陈超 梁青

张星宇, 杜劲松, 陈超, 梁青. 青藏高原挠曲均衡重力异常特征及其地质意义[J]. 地质科技通报, 2023, 42(2): 223-233. doi: 10.19509/j.cnki.dzkq.tb20220621
引用本文: 张星宇, 杜劲松, 陈超, 梁青. 青藏高原挠曲均衡重力异常特征及其地质意义[J]. 地质科技通报, 2023, 42(2): 223-233. doi: 10.19509/j.cnki.dzkq.tb20220621
Zhang Xingyu, Du Jinsong, Chen Chao, Liang Qing. Characteristics of flexural isostatic gravity anomalies in the Tibetan Plateau and its geological significances[J]. Bulletin of Geological Science and Technology, 2023, 42(2): 223-233. doi: 10.19509/j.cnki.dzkq.tb20220621
Citation: Zhang Xingyu, Du Jinsong, Chen Chao, Liang Qing. Characteristics of flexural isostatic gravity anomalies in the Tibetan Plateau and its geological significances[J]. Bulletin of Geological Science and Technology, 2023, 42(2): 223-233. doi: 10.19509/j.cnki.dzkq.tb20220621

青藏高原挠曲均衡重力异常特征及其地质意义

doi: 10.19509/j.cnki.dzkq.tb20220621
基金项目: 

国家自然科学基金项目 41774091

国家自然科学基金项目 42174090

地质过程与矿产资源国家重点实验室科技部专项 MSFGPMR2022-4

详细信息
    作者简介:

    张星宇(1995—),男,现正攻读地球探测与信息技术专业博士学位,主要从事卫星重力与岩石圈动力学方面的研究工作。E-mail: xingyuzhang@cug.edu.cn

    通讯作者:

    陈超(1960—),男,教授,博士生导师,主要从事区域地球物理学方面的教学与科研工作。E-mail: chenchao@cug.edu.cn

  • 中图分类号: P631.1

Characteristics of flexural isostatic gravity anomalies in the Tibetan Plateau and its geological significances

  • 摘要:

    自新生代印度板块的块持续碰撞与俯冲作用下,青藏高原经历了快速隆升与复杂的岩石圈改造过程,但高原现今的垂向动力学机制和地壳形变特征仍然存在争议。基于非均一有效弹性厚度的挠曲模型,利用地形和地球重力场模型数据,计算了青藏高原及邻区的挠曲均衡重力异常。结果显示,青藏高原的均衡重力异常在-120~90 mGal之间,高原中部为明显的正异常特征,边缘为显著的均衡负异常。极小值出现在青藏高原西北部及其相邻的帕米尔高原,极大值则出现在与之紧邻的喜马拉雅块体西北部。此外,在青藏高原北面和东面,塔里木盆地和四川盆地显示出大片的均衡正异常。这些特征说明青藏高原及邻区地壳现今处于非均衡的状态,在板块碰撞挤压作用下,老的块体地壳整体发生抬升,导致了均衡正异常特征;而年轻的造山区域,地壳形变主要表现为地表抬升与下地壳强烈增厚,形成了均衡负异常。在高原中部和北部,均衡调整方向与地壳垂向运动趋势相一致;但在高原南面(喜马拉雅块体)和东面(四川盆地),均衡调整方向与地表形变观测结果相反。这说明印度板块碰撞与俯冲仍然控制着青藏高原南部、东部及其相邻块体的地壳形变过程,然而在更北的区域,地壳正通过均衡调整恢复均衡状态。

     

  • 图 1  青藏高原地形与构造示意图

    底图DEM数据源自ETOPO1(据文献[33]),黑色虚线表示主要的构造边界(据文献[34])

    Figure 1.  Topography map and sketch of tectonic units in the Tibetan Plateau

    图 2  青藏高原重力异常及地形重力效应

    a. 自由空间重力异常;b. 地形重力效应;c. 布格重力异常

    Figure 2.  Distribution of the gravity anomalies and terrain gravity effects over the Tibetan Plateau

    图 3  青藏高原及邻区的有效弹性厚度分布

    Figure 3.  Variations in the effective elastic thicknessover the Tibetan Plateau

    图 4  均衡补偿深度与其他莫霍面数据的对比

    Figure 4.  Comparison of isostatic compensation depth with other Moho models

    图 5  均衡补偿深度(a)、Zhao等[11]的莫霍面深度(b)、Stolk等[52]的莫霍面深度(c)和Crust1.0[53]莫霍面深度(d)

    Figure 5.  Isostatic compensation depth(a), Moho depth for the results of Zhao et al.[11](b), Stolk et al.[52](c) and CRUST1.0[53](d)

    图 6  均衡改正

    Figure 6.  Isostatic correction

    图 7  青藏高原挠曲均衡重力异常

    箭头表示地壳垂向速度场,蓝色箭头表示抬升,红色箭头表示下沉;○指示的数据源自文献[14], □指示的数据源自文献[15]

    Figure 7.  Flexural isostatic gravity anomalies around the Tibetan Plateau

    图 8  有效弹性厚度(图 3)-10, -5, +5, +10 km时,计算得到的挠曲均衡重力异常(a~d)以及它们与图 7之间的差异(e~h)

    Figure 8.  Show the calculated flexural isostatic gravity anomalies for effective elastic thicknesses (Fig. 3) of -10, -5, +5, +10 km, respectively(a-d), show the differences between them and Fig. 7, respectively(e-h)

    表  1  本研究计算过程中需要的所有参数

    Table  1.   Values of constants and parameters assumed in calculations

    参数 符号 数值
    万有引力常数/(m3·kg-1·s-2) G 6.672 59×10-11
    杨氏模量/GPa E 100
    泊松比 υ 0.25
    平均地幔密度/(kg·m-3) ρm 3 270
    平均地壳密度/(kg·m-3) ρc 2 670
    空气或海水密度/(kg·m-3) ρf 0, 1 030
    重力加速度/(m·s-2) g 9.81
    下载: 导出CSV
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