References
- J. Non-Newt. fluid Mech v.41 Practical application of a higher order perturbation theory for slender viscoelastic jets and fibers Bechtel, S. E.;J. Z. Cao;M. G. Forest
- Rheology v.3 Sensitivity of the stability of isothermal melt spinning to rheological constitutive assumptions Chang, J.-C.;M. M. Denn
- AlCH E J. v.21 Mechanics of steady spinning of a viscoelastic liquid Denn M. M.;C. J. S. Petrie;P. Avenas
- J. Rheol. v.22 Isothermal melt spinning -Lagrangian and Eulerian viewpoints Hyun, J. C.;R. L. Ballman
- AIChE J. v.24 Theory of draw resonance: Part Ⅰ. Newtonian fluids Hyun, J.C.
- AIChE J. v.24 also Part Ⅱ.Power-law and Maxwell fluids Hyun, J. C.
- J. Appl. polym. Sci. v.19 Studies on melt spinning. V. Draw resonance as a limit cycle Ishihara, H.;S. Kase
- J. Non-Newt. Fluid Mech v.87 no.(2-3) Analysis of stability effect of spinline cooling in melt spinning Jung, H. W.;H.-S.Song;J. C. Hyun
- Korean J. Chem. Eng. v.16 no.3 Stability of isothermal spinning of viscolelastic fluids Jung, H. W.;J. C. Hyun
- AIChE J. Accepted Draw resonance and kinematic waves in viscoelastic isothermal spinning Jung, H. W.;H.-S. Song;J. C. Hyun
- XⅢth International Congress on Rheology Effect of fluid viscoelasticity on the draw resonance dynamics of melt spinning preocess Jung, H. W.;H.-S. Song;J. R. Youn;J. C. Hyun
- J. Appl. Polym. Sci. v.27 Studies on melt spinning. Ⅷ. Transfer function approach Kase, S.;M. Araki
- J. Rheol. v.31 Comparsion of simple constitutive equations for polymer melts in shear and biaxial and uniaxial extensions Khan, S. A.;R. G. Larson
- AIChE J. v.42 Kinematic waves in the isothermal melt spinning of Newtonian Fluids Kim, B. M.;J. C. Hyun;J. S. Oh;S. J. Lee
- Plast eng. v.41 Reducing draw resonance in LLDPE film resins Lucchesi, P. J.;E. H. Roberts;S. J. Kurtz
- J. Non-Newt. Fluid Mech. v.2 A New constitutive equation derived from netwirk theory Phan-Thien, N.;R. I. Tanner
- J. Rheol. v.22 A ninlinear network viscoelastic model Phan-Thien, N.
- J. Rheol. v.36 An extended White-Metzner viscoelastic fluid model based on an internal structural parameter Souvaliotis, A.;A. N. Beris