PofoliaJournal guide

All fields · Computational Mechanics

Journal guide

Journals in Computational Mechanics (Q1–Q4)

37 journals publish the Computational Mechanics papers in the Pofolia pool; 31 of them are Q1 by SCImago Journal Rank. Ranked by quartile, then SJR.

The quartile (Q1–Q4) is the journal's percentile position within its subject area by SCImago Journal Rank; Q1 is the top 25%. What is a Q1 journal? · What is the h-index?

Most-cited papers in Computational Mechanics →

Journals (by quartile and SJR)

JournalQuartileSJRh-indexSummaries
ScienceQ110.0014331
Annual Review of Fluid MechanicsQ16.002432
ACM Transactions on GraphicsQ15.002793
IEEE Transactions on Pattern Analysis and Machine IntelligenceQ14.004606
Light: Science and ApplicationsQ14.001932
Annual Review of Materials ResearchQ13.001951
IEEE Transactions on Neural Networks and Learning SystemsQ13.002841
IEEE Transactions on Wireless CommunicationsQ13.002771
Computational Visual MediaQ12.00362
Laser and Photonics ReviewsQ12.001681
SIAM Journal on Numerical AnalysisQ12.001621
IEEE Transactions on Image ProcessingQ12.003631
IEEE Transactions on Medical ImagingQ12.002831
IEEE Signal Processing MagazineQ12.002291
Mathematical Models and Methods in Applied SciencesQ11.001033
Journal of Fluid MechanicsQ11.002813
SIAM Journal on OptimizationQ11.001602
Communications of the ACMQ11.002591
Astronomical JournalQ11.002851
International Journal of Heat and Mass TransferQ11.002761
IEEE Transactions on Information TheoryQ11.003101
Numerische MathematikQ11.001061
Journal of Scientific ComputingQ11.001031
IEEE Transactions on Signal ProcessingQ11.003281
Journal of Numerical MathematicsQ11.00361
AIAA JournalQ11952
Advances in Computational MathematicsQ1731
IEEE AccessQ13381
SIAM Journal on Imaging SciencesQ1921
Optics and Laser TechnologyQ11301
Physics of FluidsQ12201
Journal of AircraftQ21191
International Journal for Numerical Methods in FluidsQ21351
Review of Scientific InstrumentsQ21951
Journal of Open Research SoftwareQ3202
Contemporary MathematicsQ3291
Progress in Computational Fluid DynamicsQ4361

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