SCIESCOPUSQ1
CMES-COMPUTER MODELING IN ENGINEERING & SCIENCES
TECH SCIENCE PRESS, United States
CMES-COMPUTER MODELING IN ENGINEERING & SCIENCES is an academic journal published by TECH SCIENCE PRESS (United States). Identifiers: ISSN 1526-1492, eISSN 1526-1506. Indexed in SCIE, SCOPUS. Metrics: JIF 2.5, CiteScore 4.4, SJR 0.450, SNIP 0.69. Subject areas: ENGINEERING, INTERDISCIPLINARY APPLICATIONS, MATHEMATICS, MATHEMATICS, INTERDISCIPLINARY APPLICATIONS. tlooto lists 3,133 papers from this journal.
CiteScore
4.40
Scopus citation metric
SJR
0.450
SCImago rank
SNIP
0.69
Source normalized impact
Percentage rank
-
JIF percentile rank
Journal profile
- ISSN
- 1526-1492
- eISSN
- 1526-1506
- Abbreviation
- CMES-COMP MODEL ENG
- Publisher
- TECH SCIENCE PRESS
- Country
- United States
Web of Science categories
SCIEENGINEERING, INTERDISCIPLINARY APPLICATIONS, MATHEMATICS, MULTIDISCIPLINARY
Scopus ASJC categories
170617122611 Modeling and Simulation
Keywords
Engineering, Multidisciplinary | Mathematics, Interdisciplinary Applications
Papers in this journal
Recent papers
- Design Methodology for Self-Similar Modular Assembly Lattice-Type Wind Turbine Supporting Structures Using Topology Optimization
2026
- A Comprehensive Survey on Snake Optimizer and Its Performance Evaluation in Image Clustering Field
2026 · 1 citations
- Multiphysics Implicit Coupling Method for Fluid, Particles, and Large-Deformation Structures
2026 · 1 citations
- A Comparative Study of State-of-the-Art Meshless Methods for Flow and Transport Simulation in Porous Media
2026
- Machine Learning Prediction of the Compressive Strength of Nano-Silica-Modified Hybrid Geopolymer Mortar
2026
Most cited papers
- The Generalized Interpolation Material Point Method
2004 · 855 citations
- The Meshless Local Petrov-Galerkin (MLPG) Method: A Simple \& Less-costly Alternative to the Finite Element and Boundary Element Methods
2002 · 527 citations
- On finite element analysis of fluid flows fully coupled with structural interactions
1999 · 419 citations
- An Improved Contact Algorithm for the Material Point Method and Application to Stress Propagation in Granular Material
2001 · 304 citations
- A Computational Method Based on Augmented Lagrangians and Fast Fourier Transforms for Composites with High Contrast
2000 · 254 citations