Communications in Computational Physics

eISSN: 1991-7120 pISSN: 1815-2406

Key Metrics

3.7
CiteScore
< 5
Impact Factor
64
H index
Q1 Physics and Astronomy (miscellaneous)
SJR
0.86
SNIP

Indexed in the following public directories

  • Web of Science
  • Scopus
  • SJR

Topics Covered

Journal Specifications

Overview
Publisher GLOBAL SCIENCE PRESS
Language English
Frequency Monthly
General Details
Language English
Frequency Monthly
Publication Start Year 2006
Publisher URL Visit website
Website URL Visit website

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Recently Published Papers

Scite analysis

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1.8k articles received 20.4k citations see all

  • 418 Supporting
  • 19,795 Mentioning
  • 18 Contrasting

Editorial notices

  • 0 Retractions
  • 0 Withdrawals
  • 0 Corrections
  • 0 Errata
  • 0 Expression of Concern

FAQs

How long has Communications in Computational Physics been actively publishing?

Communications in Computational Physics has been in operation since 2006 till date.

What is the publishing frequency of Communications in Computational Physics ?

Communications in Computational Physics published with a Monthly frequency.

How many articles did Communications in Computational Physics publish last years ?

In 2023, Communications in Computational Physics published 100 articles.

What is the eISSN & pISSN for Communications in Computational Physics ?

For Communications in Computational Physics,eISSN is 1991-7120 and pISSN is1815-2406.

What is Citescore for Communications in Computational Physics ?

Citescore for Communications in Computational Physics is 3.7.

What is H index for Communications in Computational Physics ?

H index for Communications in Computational Physics is 64.

What is SNIP score for Communications in Computational Physics ?

SNIP score for Communications in Computational Physics is 0.86.

What is the SJR for Communications in Computational Physics ?

SJR for Communications in Computational Physics is Q1.

Who is the publisher of Communications in Computational Physics ?

GLOBAL SCIENCE PRESS is the publisher of Communications in Computational Physics.