Wang, Yazhou;Maxam, Dean;Liang, Xuan;Tamma, Kumar;Adams, Nikolaus
Time integration algorithms with optimized controllable numerical dissipation for dynamic systems
Applied Mathematical Modelling
2026
156
116878

Wang, Yazhou;Maxam, Dean;Tamma, Kumar;Adams, Nikolaus
On the comparison of spectral accuracy between single-solve and sub-step time integration algorithms with controllable dissipation parameter
Computers & Structures
2026
325
108201

Wang, Yazhou;Maxam, Dean;Tamma, Kumar;Adams, Nikolaus;Xue, Tao
A new concept for initialization of single-step time integration algorithms: Eliminating pesky high-frequency overshooting behavior
Computers & Structures
2026
322
108137

Wang, Yazhou;Adams, Nikolaus A.;Tamma, Kumar K.
A Correction to ‘A Generalized Single‐Step Multi‐Stage Time Integration Formulation and Novel Designs With Improved Stability and Accuracy’
International Journal for Numerical Methods in Engineering
2025
126
16

Wang, Yazhou;Maxam, Dean;Adams, Nikolaus;Tamma, Kumar
Multiple Time-Weighted Residual Methodology for Design and Synthesis of Time Integration Algorithms
Archives of Computational Methods in Engineering
2025

Wang, Yazhou;Xue, Xiaodai;Tamma, Kumar K.;Adams, Nikolaus A.
Algebraically stable SDIRK methods with controllable numerical dissipation for first/second-order time-dependent problems
Journal of Computational Physics
2024
508
113032

Wang, Yazhou;Adams, Nikolaus A.;Tamma, Kumar K.
A Generalized Single‐Step Multi‐Stage Time Integration Formulation and Novel Designs With Improved Stability and Accuracy
International Journal for Numerical Methods in Engineering
2025
126
2

Wang, Yazhou;Maxam, Dean;Adams, Nikolaus A.;Tamma, Kumar K.
On the novel zero-order overshooting LMS algorithms by design for computational dynamics
Computer Methods in Applied Mechanics and Engineering
2025
433
117522