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Applied Numerical Mathematics 33 (2000) 167-173 Pseudospectral solutions for steady motion of a viscous fluid inside a circular boundary Weizhang Huan g a,Tao Tang b ; a Department of ...
J. Phys. Soc. Jpn. 34 (1973) pp. 462-469 | Next Article | | Table of Contents | | Full Text PDF (961K)| | Buy This Article | Steady Motion of a Dislocation in a Lattice
We show that the width of the spinodal region and the nonlinearity of the potential have a significant effect on the dislocation kinetics, resulting in stable steady motion in some ...
●Steady motion ●Appropriate for use with all core materials because the Air-Capsule is used for chucking system ●Available for many different core sizes
The case of steady motion is one of the simplest for the stability study. Another rather simple case is when the coefficients a^ in (1.8) are periodic functions of time t. 1.3 Linear ...
Applied Numerical Mathematics 33 (2000) 167-173 Pseudospectral solutions for steady motion of a viscous fluid inside a circular boundary Weizhang Huan g a,Tao Tang b ; a ...
J. Phys. Soc. Jpn. 34 (1973) pp. 462-469 | Next Article | | Table of Contents | | Full Text PDF (961K)| | Buy This Article | Steady Motion of a Dislocation in a Lattice
"Effect of nonlinearity on the steady motion of a twinning dislocation" (ENGLISH) We consider the steady motion of a twinning dislocation in a Frenkel-Kontorova lattice ...
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