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Zhuochao Tang

Observed names: Tang, Zhuochao, Zhuo-Chao Tang, Zhuochao TANG
ORCID: 0000-0001-6631-1248
Observed ORCID: 0000-0001-6631-1248
OpenAlex ID: A5017813689
Localized collocation schemes and their applications
2022 · Zhuojia Fu, Zhuochao Tang, et al. · Acta Mechanica Sinica · 83
Numerical solutions of the coupled unsteady nonlinear convection-diffusion equations based on generalized finite difference method
2019 · Zhuo-Jia Fu, Zhuo-Chao Tang, et al. · The European Physical Journal Plus · 51
An efficient localized collocation solver for anomalous diffusion on surfaces
2021 · Zhuochao Tang, Zhuojia Fu, et al. · Fractional Calculus and Applied Analysis · 42
A localized extrinsic collocation method for Turing pattern formations on surfaces
2021 · Zhuochao Tang, Zhuojia Fu, et al. · Applied Mathematics Letters · 22
An efficient collocation method for long-time simulation of heat and mass transport on evolving surfaces
2022 · Zhuochao Tang, Zhuojia Fu, et al. · Journal of Computational Physics · 20
A meshless collocation method for solving the inverse Cauchy problem associated with the variable-order fractional heat conduction model under functionally graded materials
2022 · Wen Hu, Zhuojia Fu, et al. · Engineering Analysis with Boundary Elements · 19
Generalized Finite Difference Method for Plate Bending Analysis of Functionally Graded Materials
2020 · Yu-Dong Li, Zhuo-Chao Tang, et al. · Mathematics · 13
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An Extrinsic Approach Based on Physics-Informed Neural Networks for PDEs on Surfaces
2022 · Zhuochao Tang, Zhuojia Fu, et al. · Mathematics · 11
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A fractional derivative model for nuclides transport in heterogeneous fractured media
2023 · Zhaoyang Wang, HongGuang Sun, et al. · Journal of Contaminant Hydrology · 8
A novel localized least-squares collocation method for coupled bulk-surface problems
2024 · Zhuochao Tang, Zhuojia Fu, et al. · Applied Mathematics and Computation · 6
A least-squares generalized finite difference method for solving nonlinear reaction–diffusion systems
2025 · Zhuochao Tang, Hui Pan, et al. · Engineering Analysis with Boundary Elements · 5
A machine learning approach coupled with polar coordinate based localized collocation method for inner surface identification in heat conduction problem
2023 · Wen-Hui Chu, Zhuo-Jia Fu, et al. · Computers & Mathematics with Applications · 5
A KDC-enhanced closest point method for thermal analysis on curved geometries using LS-GFDM
2025 · Zhuochao Tang, Jiming Gu, et al. · Applied Mathematics Letters · 3
Quadrature by two expansions: Evaluating Laplace layer potentials using complex polynomial and plane wave expansions
2020 · Lingyun Ding, Jingfang Huang, et al. · Journal of Computational Physics · 3
Implantable soft bladder-machine interface for neurogenic bladder dysfunction
2026 · Hanfei Li, Shuai Wang, et al. · Nature Communications · 2
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A unified spatiotemporal least-squares generalized finite difference method for non-Fourier heat transfer problems
2026 · Zhuochao Tang, Fei Gao, et al. · International Communications in Heat and Mass Transfer · 1
A meshless oscillation-avoiding GFD scheme with flux limiter for the Burgers’ equation at high Reynolds number
2025 · Fan Zhang, Po-Wei Li, et al. · Engineering Analysis with Boundary Elements · 1
A unified CPM framework using the least-squares generalized finite difference method for surface PDEs
2025 · Zhuochao Tang, Zhuojia Fu, et al. · Engineering With Computers · 1
Generalized finite difference method for anomalous diffusion on surfaces
2021 · Zhuochao Tang, Zhuojia Fu · International Journal of Computational Methods and Experimental Measurements · 1
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Physics-informed Neural Networks for Elliptic Partial Differential Equations on 3D Manifolds
2021 · Tang, Zhuochao, Fu, Zhuojia · arXiv (Cornell University) · 1
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Adaptive CT XIGA Using LR B-Splines for Efficient Fracture Modeling
2025 · Fei Gao, Cancan Ge, et al. · Materials
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An O(N) algorithm for computing expectation of N-dimensional truncated multi-variate normal distribution II: computing moments and sparse grid acceleration
2022 · Chaowen Zheng, Zhuochao Tang, et al. · Advances in Computational Mathematics
A Novel Localized Meshless Collocation Method for Numerical Simulation of Flume Dynamic Characteristics
2022 · Weihong ZENG, 河海大学 力学与材料学院，南京 211100, et al. · 应用数学和力学
Works count: 23
Citation count: 298
H-index: 8
I10-index: 8
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