Advances in Applied Mathematics and Mechanics is a premier academic journal published by GLOBAL SCIENCE PRESS that focuses on the latest research and innovative developments in the fields of applied mathematics and mechanical engineering. Since its inception in 2009, this journal has consistently contributed to the advancement of knowledge, garnering a respectable Q2 ranking in both Applied Mathematics and Mechanical Engineering categories, reflecting its significance in enhancing scientific discourse. With an impactful reach, as evidenced by its Scopus rankings, this journal hosts cutting-edge research, theoretical advancements, and practical applications that serve as invaluable resources for researchers, professionals, and students alike. While it operates under a subscription model, the accessibility of vital research findings is critical for driving innovation within these interrelated disciplines. The journal’s scope encompasses a broad range of topics, from computational methods to engineering applications, positioning it as a crucial platform for interdisciplinary collaboration and knowledge sharing in an ever-evolving academic landscape. For prospective authors and readers, Advances in Applied Mathematics and Mechanics stands as a key contributor to confidently navigating the nexus of applied mathematics and mechanics.

The Journal of Mathematical Fluid Mechanics, published by SPRINGER BASEL AG, is a prestigious academic journal dedicated to the study of fluid dynamics through the lens of mathematics. With its ISSN 1422-6928 and E-ISSN 1422-6952, this journal has firmly established itself in the academic community since its inception in 2004, converging knowledge across various mathematical disciplines until 2024. Recognized in the top Q1 quartile rankings for Applied Mathematics, Computational Mathematics, Condensed Matter Physics, and Mathematical Physics as of 2023, it reflects a strong commitment to high-quality research and innovation. The journal features a variety of research articles, reviews, and theoretical frameworks, serving as an essential resource for researchers, professionals, and students eager to explore the mathematical principles underlying fluid mechanics. While it does not offer open access, the impact of its contributions resonates within interdisciplinary fields, advancing both theoretical insights and practical applications.

IMA Journal of Numerical Analysis, published by Oxford University Press, stands as a premier platform for cutting-edge research in the field of numerical analysis, exemplifying the latest advancements and methodologies in applied, computational, and general mathematics. Since its inception in 1981, this esteemed journal has continually contributed to the academic community by publishing high-quality, peer-reviewed articles that foster innovation and collaboration among researchers. With an impressive Q1 ranking across multiple categories, including Applied Mathematics and Computational Mathematics, it plays a crucial role in disseminating knowledge, as indicated by its Scopus rankings which place it in the top 25% of journals within its field. Although the journal is not open access, it remains a vital resource for academics, professionals, and students eager to engage with the ongoing evolution of numerical methods. By serving as a conduit for novel ideas and rigorous research, the IMA Journal of Numerical Analysis ensures that its contributors and readers are at the forefront of this dynamic discipline.

CMES-COMPUTER MODELING IN ENGINEERING & SCIENCES is a premier journal published by Tech Science Press, dedicated to advancing knowledge in the fields of computer science applications, modeling and simulation, and software engineering. With an impressive convergence of research from 2000 to 2024, this journal stands out as a vital resource for researchers, professionals, and students alike, fostering innovation and collaboration in computational methodologies. The journal currently holds a Q3 category ranking in multiple disciplines according to the latest metrics, including Scopus, which reflects its growing significance in the academic community. By providing a platform for high-quality research and open discourse, CMES aims to enhance the understanding of complex systems through effective modeling techniques and computational tools. Despite its current classification under open access, the journal remains a cornerstone for those looking to deepen their expertise in cutting-edge computational engineering and science.

ACTA NUMERICA, published by Cambridge University Press, stands as a premier journal in the fields of Mathematics and Numerical Analysis since its inception in 1992. With an impressive Scopus ranking that places it in the 99th percentile and a prestigious Q1 category status in both Mathematics (miscellaneous) and Numerical Analysis for 2023, it has established itself as a leading platform for cutting-edge research. The journal's scope encompasses a wide range of numerical methods and computational techniques that address complex mathematical problems, making it an essential resource for researchers, professionals, and students alike. Although it does not provide Open Access, its commitment to quality and innovation in the mathematical sciences continues to attract submissions from around the globe. Published in the United Kingdom, ACTA NUMERICA remains a vital channel for disseminating significant advancements in numerical methodologies.

Welcome to the Journal of Hydrodynamics, a premier academic journal dedicated to pioneering research in the fields of Condensed Matter Physics, Mechanical Engineering, Mechanics of Materials, and Modeling and Simulation. Published by Springer, this esteemed journal has been a vital resource since its inception in 1990 and boasts a notable Q1 ranking across its relevant categories, underscoring its importance in advancing knowledge and innovation. With a robust Scopus ranking reflecting its impact—such as being in the 82nd percentile in Mathematics: Modeling and Simulation and the 75th percentile in various engineering disciplines—the journal serves as a critical platform for researchers, professionals, and students. While not currently an open-access publication, the Journal of Hydrodynamics remains committed to fostering scholarly dialogue and disseminating high-quality research that shapes the future of its field. Our mission is to provide a comprehensive forum for the discussion of theoretical and applied hydrodynamics, potentially influencing both academic inquiry and practical applications worldwide.

JOURNAL OF COMPUTATIONAL PHYSICS, an esteemed publication from ACADEMIC PRESS INC ELSEVIER SCIENCE, serves as a premier platform in the field of computational physics and its interdisciplinary applications. Since its inception in 1966, the journal has provided invaluable insights and significant advancements in areas such as applied mathematics, numerical analysis, and modeling and simulation. With a robust impact factor and ranking in the top quartile across various related categories, including Q1 in Applied Mathematics and Physics and Astronomy, it is essential reading for researchers and professionals aiming to stay at the forefront of computational techniques and methodologies. Although the journal is not open access, it remains highly regarded with a reputation for rigorous peer review and high-quality publications. As the field continues to evolve, the JOURNAL OF COMPUTATIONAL PHYSICS highlights innovative research that not only advances theoretical constructs but also offers practical applications in scientific and engineering domains. For scholars and students, this journal embodies a critical resource for deepening their understanding and fostering dialogue within the scientific community.

Numerical Methods for Partial Differential Equations is a prestigious academic journal published by Wiley, dedicated to advancing the field of numerical analysis and computational mathematics. With a prominent standing reflected in its Q1 rankings across multiple categories including Analysis, Applied Mathematics, Computational Mathematics, and Numerical Analysis, this journal serves as a vital resource for researchers, professionals, and students alike. Since its inception in 1985, NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS has consistently published high-quality, peer-reviewed articles that explore innovative numerical techniques and their applications across disciplines. The journal is indexed in leading databases, ensuring broad visibility and access for its contributors. Aimed at fostering cutting-edge research, it invites submissions that provide new insights and methodologies for solving complex partial differential equations, making it an essential source for anyone interested in the intricacies of mathematical analysis and computational techniques.

Computational Particle Mechanics, published by SPRINGER INTERNATIONAL PUBLISHING AG, is a leading journal dedicated to advancing knowledge in the interdisciplinary fields of computational mechanics, civil engineering, and fluid dynamics. With an impressive impact factor reflecting its high-quality research publications, this journal maintains a strong presence in the academic community with a Q1 ranking in categories such as Civil and Structural Engineering, Computational Mechanics, and Numerical Analysis as per the latest 2023 evaluations. Researchers and professionals benefit from the journal's commitment to open-access options, promoting wider dissemination of groundbreaking studies. Operating under the Swiss publishing house since 2014, Computational Particle Mechanics aims to foster innovation through the exploration of particle-based methods and simulations, making significant contributions to methodologies within computational mathematics and modeling. As the journal continues to evolve until its converged years end in 2024, it stands as a vital resource for those looking to enhance their expertise in dynamic modeling and simulation techniques.

PHYSICS OF FLUIDS is a premier journal published by AIP Publishing that serves as a vital resource for the fluid mechanics community. With an impressive impact factor and a consistent ranking in the Q1 quartile across multiple related disciplines—including Computational Mechanics, Condensed Matter Physics, Fluid Flow and Transfer Processes, Mechanical Engineering, and Mechanics of Materials—this journal is renowned for disseminating high-quality research in the dynamic field of fluid dynamics. Covering a wide range of topics, from fundamental fluid mechanics to advanced computational modeling, PHYSICS OF FLUIDS plays a crucial role in advancing understanding and fostering innovation in both academic and industrial applications. With its strong reputation and significant readership, this journal is essential for researchers, professionals, and students seeking to stay updated on the latest developments in fluid physics.