Abstract

Machining process modeling has been an active endeavor for more than a century and it has been reported to be able to predict industrially relevant process outcomes. Recent advances in the fundamental understanding of material behavior and material modeling aids in improving the sustainability of industrial machining process. In this work, the flow stress behavior of C45E steel is modeled by modifying the well-known Johnson-Cook model that incorporates the dynamic strain aging (DSA) influence. The modification is based on the Voyiadjis-Abed-Rusinek (VAR) material model approach. The modified JC model provides the possibility for the first time to include DSA influence in chip formation simulations. The transition from continuous to segmented chip for varying rake angle and feed at constant cutting velocity is predicted while using the ductile damage modeling approach with two different fracture initiation strain models (Autenrieth fracture initiation strain model and Karp fracture initiation strain model). The result shows that chip segmentation intensity and frequency is sensitive to fracture initiation strain models. The Autenrieth fracture initiation strain model can predict the transition from continuous to segmented chip qualitatively. The study shows the transition from continuous chip to segmented chip for varying feed rates and rake angles for the first time. The study highlights the need for material testing at strain, strain rate, and temperature prevalent in the machining process for the development of flow stress and fracture models.

Highlights

  • The machining process remains one of the critical manufacturing processes in the 21st century and it has critical engineering applications [1]

  • Within finite element (FE) modeling of the machining process, workpiece material modeling requires the material response to large deformations at very high strain rates and very high temperatures

  • The cutting forces predicted by the material models are presented

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Summary

Introduction

The machining process remains one of the critical manufacturing processes in the 21st century and it has critical engineering applications [1]. Developments in the fields of plasticity and fracture mechanics are used to improve the understanding of the machining process [2]. This improved understanding has become even more necessary with the ever-increasing reliability need for engineered components [3]. FE modeling of the machining process provides the ability to incorporate a newer advanced understanding of material behavior. This improved understanding is usually obtained through other methods, such as material testing or more sophisticated modeling techniques. Within FE modeling of the machining process, workpiece material modeling requires the material response to large deformations (large plastic strains) at very high strain rates and very high temperatures

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