Modeling the Thermal Comfort of Internal Building Spaces in Kindergarten
- 期刊名称Applied Mechanics and Materials
- 作者Volkov, Andrey; Sedov, Artem; Chelyshkov, Pavel; Kulikova, Ekaterina
- 电子ISSN1662-7482
- 文件大小447.58KB
- 发表时间2014-7
- DOI10.4028/www.scientific.net/amm.584-586.757
- 页码757-760
A variational numerical solution of the one‐dimensional wave propagation problem for an inhomogeneous mediumChen, Chun Hsiung; Lien, Chuen‐Der · Journal of the Chinese Institute of Engineers · 1980
A Method of Solution for Elastic Wave Propagation Problem Using a Numerical Laplace Transform and Finite Element Method.Iwasaki, Eiji; Hayashi, Masa · Doboku Gakkai Ronbunshu · 1994
Numerical Solution of a Wave Propagation Problem Along Plate Structures Based on the Isogeometric ApproachHernández, V.; Estrada, J.; Moreno, E.; Rodríguez, S.; Mansur, A. · Journal of Theoretical and Computational Acoustics · 2018
An explicit method for the numerical solution of the problem of the propagation of a light wave in non-linear mediaA.G. Vasil'kov; Yu.K. Danileiko; T.P. Lebedeva; M.F. Romanov · 1983
FRACTIONAL DIFFUSIVE WAVESMAINARDI, FRANCESCO; PARADISI, PAOLO · Journal of Computational Acoustics · 2001
WHAT ABOUT ADIABATIC NORMAL MODES?TOLSTOY, A. · Journal of Computational Acoustics · 2001
COMPLETE FAMILIES AND RAYLEIGH OBSTACLESCROSTA, GIOVANNI F. · Journal of Computational Acoustics · 2001
PROPAGATION MODEL ACCURACY FOR MFPTOLSTOY, A. · Journal of Computational Acoustics · 2000
Workshop '97Tolstoy, A.; Chapman, N. R.; Brooke, G. · Journal of Computational Acoustics · 1998
3-D PROPAGATION ISSUES AND MODELSTOLSTOY, A. · Journal of Computational Acoustics · 1996
AUTHOR INDEXJournal of Computational Acoustics · 1999
AUTHOR INDEX Volume 16 (2008)Journal of Computational Acoustics · 2008