中国机械工程学会生产工程分会知识服务平台

期刊


ISSN0177-0667
刊名Engineering with Computers
参考译名计算机在工程中的应用
收藏年代1998～2023



全部

1998 1999 2000 2001 2002 2003
2004 2005 2006 2007 2008 2009
2010 2011 2012 2013 2014 2015
2016 2017 2018 2019 2020 2021
2022 2023

2022, vol.38, no.1 2022, vol.38, no.2 2022, vol.38, no.3 2022, vol.38, no.4 2022, vol.38, no.5 2022, vol.38, no.6
2022, vol.38, no.Suppl.1 2022, vol.38, no.Suppl.2 2022, vol.38, no.Suppl.3 2022, vol.38, no.Suppl.4 2022, vol.38, no.Suppl.5

题名作者出版年年卷期
Efficient high-order accurate explicit time-marching procedures for dynamic analysesSoares Jr. Delfim20222022, vol.38, no.Suppl.1
AK-GWO: a novel hybrid optimization method for accurate optimum hierarchical stiffened shellsKolahchi Reza; Tian Kuo; Keshtegar Behrooz; Li Zengcong; Trung Nguyen- Thoi; Thai Duc-Kien20222022, vol.38, no.Suppl.1
Early prediction of cooling load in energy-efficient buildings through novel optimizer of shuffled complex evolutionZheng Senlin; Lyu Zongjie; Foong Loke Kok20222022, vol.38, no.Suppl.1
The RBF partition of unity method for solving the Klein-Gordon equationAhmadi Darani Mohammadreza20222022, vol.38, no.Suppl.1
A new three-point sixth-order THAGE iteration method for mildly nonlinear two-point boundary value problems with engineering applicationsMohanty Pinaki Ranjan20222022, vol.38, no.Suppl.1
Numerical simulations based on shifted second-order difference/finite element algorithms for the time fractional Maxwell’s systemFan Enyu; Wang Jinfeng; Liu Yang; Li Hong; Fang Zhichao20222022, vol.38, no.Suppl.1
Nanofluids thermal conductivity prediction applying a novel hybrid data-driven model validated using Monte Carlo-based sensitivity analysisNaseri Ali; Jamei Mehdi; Ahmadianfar Iman; Behbahani Mohammad20222022, vol.38, no.Suppl.1
High-resolution compact numerical method for the system of 2D quasi-linear elliptic boundary value problems and the solution of normal derivatives on an irrational domain with engineering applicationsMohanty R. K.; Priyadarshini Ishaani20222022, vol.38, no.Suppl.1
A new numerical learning approach to solve general Falkner–Skan modelHajimohammadi Z.; Baharifard F.; Parand K.20222022, vol.38, no.Suppl.1
Fractional Jacobi Galerkin spectral schemes for multi-dimensional time fractional advection–diffusion–reaction equationsHafez Ramy M.; Hammad Magda; Doha Eid H.20222022, vol.38, no.Suppl.1
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