Proceedings of the National Science Council, Republic of China: Physical science and engineering. Part A, Volume 21The Council, 1997 |
From inside the book
Results 1-3 of 77
Page 106
... equation ( 1 ) is called the Navier - Stokes equation , for E = 0 , or Re = ∞ , it reduces to the Euler equation and the nonlinear advection term is no longer controlled by the linear dissipative term . Moreover , the Euler equation ...
... equation ( 1 ) is called the Navier - Stokes equation , for E = 0 , or Re = ∞ , it reduces to the Euler equation and the nonlinear advection term is no longer controlled by the linear dissipative term . Moreover , the Euler equation ...
Page 107
... equation on the scalar vorticity @ ( x1 , t ) : 1 22v γου 0 0 дхда 2 dx1dt 2 dx1 and the pressure is given by дх d ... equation provided that v satisfies the much simpler linear dif- fusion equation : V1P1Vx , = EVx , x ,, V [ 1 ...
... equation on the scalar vorticity @ ( x1 , t ) : 1 22v γου 0 0 дхда 2 dx1dt 2 dx1 and the pressure is given by дх d ... equation provided that v satisfies the much simpler linear dif- fusion equation : V1P1Vx , = EVx , x ,, V [ 1 ...
Page 109
... equation ( 14 ) X1 Welt = 0 = @ b ( x1 ) . We can solve this equation explicitly . Namely , we first observe that , taking @ 1 = ey1 @ , we can reduce this problem to @ ¡ – Yxy @ xj = € @ xjxj ? @ \ t = 0 = @b ( xj ) Next , by the ...
... equation ( 14 ) X1 Welt = 0 = @ b ( x1 ) . We can solve this equation explicitly . Namely , we first observe that , taking @ 1 = ey1 @ , we can reduce this problem to @ ¡ – Yxy @ xj = € @ xjxj ? @ \ t = 0 = @b ( xj ) Next , by the ...
Contents
Inverse Laplace Transform of a Rational Function with Real Coefficients | 14 |
Oblique Gravity Scientific Note | 20 |
Nonlinear Compliance Control for Robotic Application | 50 |
Copyright | |
10 other sections not shown
Other editions - View all
Common terms and phrases
algorithm analysis applications attribute grammar attribute occurrences basin water management Bayesian network beam cell Chen circuit coefficient complex defined drainage zone dynamic EDAK effect equation evaluation experimental fanout Figure filter finite flow force frequency function handler HANF IEEE IEEE Trans implementation initial input interface kinematic wave lanthanide laser layer ligand load loop macrocyclic magnetic suspension matrix maximum MBone method mode module MPPC multimedia National Science Council nonlinear object obtained olivine operation output oxide paper parallel parameters pattern performance phase position power system pressure proposed PSNR R.O.C. Received Rayleigh fading resin river basin water robot sensor server shown in Fig shows signal simulation sliding mode control solution stability structure Table Taiwan Theorem tion variables vector velocity vertical voltage vortex wave zone plates 摘要