必应词典为您提供strain-rate-tensor的释义,网络释义: 变形速度张量;应变率张量;应变速率张量;
strain rate tensor 应变率张量 strain tensor 应变张量 invariant of strain tensor 应变张量不变量 rate of strain 【化】 应变率 strain energy rate 应变能释放率 strain rate 应变速率,变形速度 rate of strain hardening 应变硬化速率 strain energy release rate 应变能释放率 strain rate equation...
deviator strain rate tensor P lonyingbion suIU zhongl旧ng偏应变速率张量(deviator strain ratetensor)从应变速率张量中扣除球应变速率张量所剩余的应变速率张量。偏应变速率张量是二阶对称张量,它具有二阶对称张量的一切性质。偏应变速率张量可表示成 f后,.云、,云,,飞(后,一云_云、_云__飞截,~}肠心肠}...
S., 2005, "Measurement of Mean Rota- tion and Strain-Rate Tensors by Using Stereoscopic PIV," Exp. Fluids, 39, pp. 771-783.O. Özcan, K. E. Meyer, P. S. Larsen, Measurement of mean rotation and strain-rate tensors by using stereoscopic PIV, Experiments in Fluids , 39 (2005) ...
deviator-strain-rate-tensor网络偏应变速率张量 网络释义 1. 偏应变速率张量 ...nyingbion suIU zhongl旧ng 偏应变速率张量(deviator strain rate tensor)从应变速率张量中扣除球应变速率张量 所剩余的应变 …www.chinabaike.com|基于3个网页© 2025 Microsoft 隐私声明和 Cookie 法律声明 广告 帮助 反馈...
One is to compute the strain rate tensor by using non-equilibrium parts of macroscopic moments (Yu formula). The other is to compute the strain rate tensor by using non-equilibrium parts of density distribution functions (Chai formula). The mathematical expressions of these two formulas are so ...
相似短语 strain rate tensor应变率张量 rate of strain【化】 应变率 strain energy rate应变能释放率 strain rate应变速率,变形速度 rate of strain hardening应变硬化速率 strain energy release rate应变能释放率 strain rate equation应变率方程 high strain rate forming高压变率成形,高应变率成形 ...
In particular, we have studied the orientation of the vorticity vector with respect to the three eigenvectors of the local strain rate tensor and with respect to the vortex stretching vector. Additionally, we have quantified the role of system rotation on the self-amplification terms of the ...
{S}_v\)). Note that because both the hyperelastic strain energy density and the viscous dissipation potential are functions of symmetric tensors (i.e.,\(\textbf{C}\)and\(\dot{\textbf{C}}\)), the stress tensor\(\textbf{S}\)is also symmetric. This ensures the physical constraint of ...
step simulation. Now, my supervisor asked me to add the static smagorinsky term in that model. However, I read in some references it need rate of strain tensor (0,5(dui/dxj+duj/dxi)). My question is how to calculate the rate of strain tensor from U,V velocity which I solved before...