Cornell Injection Molding Program Progress Report No. 18: Covering the Period from February 1993 Through June 1994College of Engineering, Cornell University, 1994 - 255 頁 |
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第 1 到 3 筆結果,共 17 筆
第 68 頁
Covering the Period from February 1993 Through June 1994. 4.5 Iteration Scheme Owing to the nonlinear nature of the viscoelastic constitutive equation ( 4 ) , it is solved iteratively . Two iteration schemes have been used in the ...
Covering the Period from February 1993 Through June 1994. 4.5 Iteration Scheme Owing to the nonlinear nature of the viscoelastic constitutive equation ( 4 ) , it is solved iteratively . Two iteration schemes have been used in the ...
第 69 頁
... iteration procedure with simultaneous solution of velocity , pressure and stress equations and with the Picard iteration scheme with global solution of the equations for stress variables were performed on a supercomputer IBM - ES - 9000 ...
... iteration procedure with simultaneous solution of velocity , pressure and stress equations and with the Picard iteration scheme with global solution of the equations for stress variables were performed on a supercomputer IBM - ES - 9000 ...
第 109 頁
... iterative procedure except for the result including the drift velocity for which only one iteration was performed . As can be seen from Table 1 , the theoretical diffusivity ratio has a dependence on concentration and aspect ratio ...
... iterative procedure except for the result including the drift velocity for which only one iteration was performed . As can be seen from Table 1 , the theoretical diffusivity ratio has a dependence on concentration and aspect ratio ...
內容
II | 10 |
CORRELATIONS FOR THE QUIESCENT CRYSTALLIZATION KINETICS | 31 |
VISCOELASTIC MODELING OF ENTRANCE EFFECTS USING LEONOV | 58 |
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常見字詞
100-ppm PAAm solution aligned Anczurowski and Mason aspect ratio calculated cavity ceramic-filled material constitutive equation correlation corresponding crystallization data cutter data points defined determined developed diffusivity and drift dilatometry dilute regime drift velocity effect et.al experimental results experiments fiber concentrations fiber suspensions fiber-fiber interactions Finger tensor finite-element flow direction Fluid Mech geometrical i-PP injection molding injection-molding Isayev isothermal iteration Leonov model machine Mason 9 measurements method Newtonian Newtonian fluid nL³ Non-Newt NURBS observed obtained orbit constant orbit distribution orientation distribution orientation-distribution function parameter particle path interval planar plotted Polym polystyrene predictions pressure dependence Progress Report results in Fig rheomolding rotation semi-dilute regime Shaqfeh shear flow shear rate shown in Fig simple shear simple shear flow simulation single fiber slender-body theory solid steady-state Stover stress surface temperature tensor theoretical thermal conductivity tool values viscoelastic viscosity vorticity vorticity direction wire deformation