Rheological Model of Materials for 3D Printing by Material Extrusion
Rheological Model of Materials for 3D Printing by Material Extrusion
In this chapter, the viscoelastic model of Maxwell and Kevin-Voigt and the rheological model are described. The operation and characteristic equations of a capillary rheometer are explained, as well as the Bagley and Rabinowitch corrections. Next, the method used to determine the viscosity of semicrystalline polymer is explained, using the capillary rheometer. Finally, the Rabinowitch is explained to define a rheological model that determines the viscosity of materials using a capillary rheometer.
- Central University of Ecuador Ecuador
Fluid Flow and Transfer Processes, Composite material, Extrusion, Viscosity, Viscometer, Mechanical Engineering, Capillary action, FOS: Mechanical engineering, Rheometer, Viscoelasticity, Additive Manufacturing and 3D Printing Technologies, Chemical Engineering, Materials science, Rheological Properties, Engineering, Rheometry, Rheology of Complex Fluids and Polymers, Microfluidic Rheometry, Automotive Engineering, Physical Sciences, Optimization of Injection Molding Processes, Rheology, FOS: Chemical engineering, Polymer science
Fluid Flow and Transfer Processes, Composite material, Extrusion, Viscosity, Viscometer, Mechanical Engineering, Capillary action, FOS: Mechanical engineering, Rheometer, Viscoelasticity, Additive Manufacturing and 3D Printing Technologies, Chemical Engineering, Materials science, Rheological Properties, Engineering, Rheometry, Rheology of Complex Fluids and Polymers, Microfluidic Rheometry, Automotive Engineering, Physical Sciences, Optimization of Injection Molding Processes, Rheology, FOS: Chemical engineering, Polymer science
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