Repository for adjoint convolution analysis of sea level variations near Charleston and Nantucket

NIAID Data Ecosystem2026-05-01 收录

伴随敏感性分析

海平面变化模拟

数据链接：

https://zenodo.org/record/10084711 数据链接链接失效反馈

官方服务：

资源简介：

This repository contains adjoint sensitivity, forcing, and example adjoint-convolution script to reconstruct sea level variations near Charleston and Nantucket.

创建时间：

2023-11-08

Arctic Ocean Adjoint sensitivity web-server

海洋观测优化

伴随敏感性分析

Currently, most of the current state-of-the-art scientific software packages expect a potential user to read through documentation that explains how to install, specify input data, and execute a numer

DataONE2020-12-19 更新140

T-PARC: NTU MM5 Adjoint Derived Sensitivity Steering Vector Forecast Imagery. Version 1.0

台风预测

伴随敏感性分析

This data set contains NTU MM5 model Adjoint Derived Sensitivity Steering Vector (ADSSV) forecast imagery over the North Pacific Ocean region. The forecast products are availble at 24, 48 and 60 hours

DataCite Commons2025-10-03 更新70

Data from: Fundamental properties of adjoint model and adjoint sensitivity under fully-nonlinear hydrostatic internal gravity waves

海洋内部重力波模拟

伴随敏感性分析

This folder contains data from Shimizu, K. (2024), Fundamental properties of adjoint model and adjoint sensitivity under fully-nonlinear hydrostatic internal gravity waves, Journal of Geophysical Res

Zenodo2024-08-12 更新40

Data and code to reconstruct sea surface height from adjoint sensitivity

海面高度反演

伴随敏感性分析

Data and code for using adjoint sensitivity to reconstruct the tropical Pacific sea surface height variability and to identify dynamically important regions. See https://www.researchgate.net/publica

Zenodo2026-05-20 更新70

Computational time (μs) for the CARRGO ODE model. Parameters match those previously introduced in this manuscript. Multithread refers to parallelism across parameters. Multichunk refers to parallelism across compartments. We invoke the Julia solver AutoVern9(Rodas5(autodiff = false)) with a tolerance of 1×10 −5 , reflecting the convergence tolerance. For the second-order adjoint method, the ForwardDiffOverAdjoint(QuadratureAdjoint(autodiff = false) solver option was used.

微分方程数值解

伴随敏感性分析

NIAID Data Ecosystem60