ARTÍCULO
TITULO

Matrix Equation of Heat Flow in Random Conditions

Dziubdziela    
W    
Sluzalec    
A    

Resumen

No disponible

 Artículos similares

       
 
Beimbet Daribayev, Aksultan Mukhanbet and Timur Imankulov    
The Poisson equation is a fundamental equation of mathematical physics that describes the potential distribution in static fields. Solving the Poisson equation on a grid is computationally intensive and can be challenging for large grids. In recent years... ver más
Revista: Applied Sciences

 
Po-Wei Li, Shenghan Hu and Mengyao Zhang    
This study applies the space?time generalized finite difference scheme to solve nonlinear dispersive shallow water waves described by the modified Camassa?Holm equation, the modified Degasperis?Procesi equation, the Fornberg?Whitham equation, and its mod... ver más
Revista: Applied Sciences

 
Jing-Shan Zhao, Song-Tao Wei and Xiao-Cheng Sun    
This paper investigates the kinematics and dynamics of multi-rigid-body systems in screw form. The Newton?Euler dynamics equations are established in screw coordinates. All forces and torques of the multi-rigid-body system can be solved straightforwardly... ver más
Revista: Applied Sciences

 
Tao An, Dong Wang and Xiurong Yang    
Gassy clays containing large, discrete gas bubbles are widely spread in deposits in shallow waters. The existence of gas bubbles may impair the original soil structure, resulting in the instability of offshore foundations and the occurrence of submarine ... ver más

 
Yuhao Wang and Zhenkai Zhang    
Beamforming technology is very important for passive sonar to detect targets. However, the performance of a beamformer is seriously degraded in practical applications due to the complex and changeable underwater environment. In this paper, a null broaden... ver más