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Improved 1D inversions for sea ice thickness and conductivity from electromagnetic induction data: Inclusionudof nonlinearities caused by passive bucking

机译:通过电磁感应数据改进海冰厚度和电导率的一维反演:包含 ud被动屈曲引起的非线性

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摘要

The porosity of sea ice is a fundamental physical parameterudthat governs the mechanical strength of sea ice and the mobilityudof gases and nutrients for biological processes and biogeochemicaludcycles in the sea ice layer. However, little is known about theudspatial distribution of the sea ice porosity and its variability betweenuddifferent sea ice types; an efficient and nondestructiveudmethod to measure this property is currently missing. Sea iceudporosity is linked to the bulk electrical conductivity of seaudice, a parameter routinely used to discriminate between seaudice and seawater by electromagnetic (EM) induction sensors.udHere, we have evaluated the prospect of porosity retrieval ofudsea ice by means of bulk conductivity estimates using 1D multifrequencyudEM inversion schemes. We have focused on two inversionudalgorithms, a smoothness-constrained inversion and audMarquardt-Levenberg inversion, which we modified for theudnonlinear signal bias caused by a passive bucking coil operatedudin such a highly conductive environment. Using synthetic modelingudstudies, 1D inversion algorithms and multiple frequencies,udwe found that we can resolve the sea ice conductivity withinud+-0.01 S∕m. Using standard assumptions for the conductivity-udporosity relation of sea ice, we were able to estimateudporosity with an uncertainty of +-1.2%, which enables efficientudand nondestructive surveys of the internal state of the sea iceudcover.
机译:海冰的孔隙度是一个基本物理参数,它决定着海冰的机械强度以及海冰层中生物过程和生物地球化学循环的气体和养分的迁移率 udf。但是,关于海冰孔隙度的空间分布及其在不同海冰类型之间的变化性知之甚少。当前缺少一种有效且无损的方法来测量此属性。海冰/疏松度与海/铀的整体电导率有关,这是电磁(EM)感应器通常用来区分海/ udice和海水的参数。 ud这里,我们评估了 udsea的孔隙度取回前景一维多频 udEM反演方案通过体电导率估算得出冰。我们专注于两个反演算法,一个平滑约束反演和一个MarMarquardt-Levenberg反演,我们针对在如此高导电环境中操作的无源降压线圈导致的 ud非线性信号偏置进行了修改。使用合成建模研究,一维反演算法和多个频率, udwe发现我们可以解析 ud + -0.01 S ∕ m内的海冰电导率。使用关于海冰电导率/孔隙率关系的标准假设,我们能够以±-1.2%的不确定性估算孔隙率,这使得能够对海冰的内部状态进行有效的无损和无损调查。

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