Modeling Interfacial Temperature Distribution to Enhance Machining Condition Optimization
Abstract
Temperature distribution at the tool–workpiece interface is a critical factor governing machining performance, tool wear, surface integrity, and process stability. During metal cutting, plastic deformation, friction, and heat transfer generate complex thermal fields that vary with cutting speed, feed rate, depth of cut, tool geometry, and lubrication conditions. Accurate estimation of these fields is challenging because the cutting interface is difficult to access directly, while individual measurement techniques provide incomplete or spatially limited information. This paper develops a theoretical and computational framework for modeling interfacial temperature distribution and integrating thermal predictions into machining-condition optimization. The proposed approach combines transient heat-transfer equations, a moving heat-source representation, tool–workpiece thermal interaction, numerical simulation, and experimental validation through infrared thermography and tool–workpiece thermocouple measurements. Inverse heat-transfer analysis is considered for estimating inaccessible interface temperatures from measurable thermal responses. The framework also incorporates machining performance indicators, including surface roughness, residual stress, and thermal loading, to support multi-objective parameter selection. The synthesis of the provided literature identifies the importance of measurement validation, thermal boundary-condition definition, and coupling between temperature prediction and machining quality. In particular, established work on in-situ machining-temperature measurement provides a methodological foundation for assessing the reliability of thermal observations (Kara Ali et al., 2019). The resulting framework offers a structured basis for improving thermal prediction and selecting machining conditions, although its numerical performance must be established through material-specific experiments rather than assumed without validation.
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References
- J.-L. Battaglia, A. Kusiak, and C. Pradere, Introduction aux transferts thermiques: cours et exercices corrigés. Paris, France: Dunod, 2020.
- I. Bonnet and J. Gabelli, “Probing Planck’s law at home,” European Journal of Physics, vol. 31, no. 6, pp. 1463–1471, 2010.
- W. Bouzid, “Etude experimentale et numerique de la coupe orthogonale,” Ph.D. dissertation, Arts et Métiers ParisTech, Paris, France, 1993.
- R. F. Brito, S. R. Carvalho, and S. M. M. Lima E Silva, “Experimental investigation of thermal aspects in a cutting tool using comsol and inverse problem,” Applied Thermal Engineering, vol. 86, pp. 60–68, Jul. 2015.
- D. Kara Ali, N. Benhadji Serradj, and M. E. A. Ghernaout, “Qualification and Validation of an in-situ Measurement Method of the Machining Temperature,” in Mechanism, Machine, Robotics and Mechatronics Sciences, vol. 58, R. Rizk and M. Awad, Eds. Cham, Switzerland: Springer, 2019, pp. 15–27.
- FLIR, “FLIR SC325 Datasheet.” FLIR, 2010.
- M. H. El-Axir, M. M. Elkhabeery, and M. M. Okasha, “Modeling and Parameter Optimization for Surface Roughness and Residual Stress in Dry Turning Process,” Engineering, Technology & Applied Science Research, vol. 7, no. 5, pp. 2047–2055, Oct. 2017.
- D. Pajani and L. Audaire, “Thermographie - Technologies et applications : Thermographie et utilisation des caméras thermiques,” Techniques de l’Ingénieur, Mar. 2013, Accessed: Oct. 06, 2021. OnlineOnlineOnline. Available: https://www.techniques-ingenieur.fr/base-documentaire/genie-industriel-th6/mise-en-uvre-de-la-maintenance-42136210/thermographie-r2741/thermographie-et-utilisation-des-cameras-thermiques-r2741v2niv10002.html.
- O. Pantalé, R. Rakotomalala, and M. Touratier, “An ALE three-dimensional model of orthogonal, oblique metal cutting processes,” International Journal of Forming Processes, vol. vol.1, pp. 371–388, Sep. 1998.
- M. PradeepKumar, K. Amarnath, and M. SunilKumar, “A Review on Heat Generation in Metal Cutting,” International Journal of Engineering and Management Research, vol. 5, no. 4, pp. 193–197, Aug. 2015.
- N. M. Ravindra, S. Rajyalaxmi Marthi, and A. Bañobre, “Introduction to radiative properties,” in Radiative Properties of Semiconductors, Morgan & Claypool Publishers, 2017.
- N. M. M. Reddy and P. K. Chaganti, “Investigating Optimum SiO2 Nanolubrication During Turning of AISI 420 SS,” Engineering, Technology & Applied Science Research, vol. 9, no. 1, pp. 3822–3825, Feb. 2019.
- G. Sidebotham, “Heat Transfer Modes: Conduction, Convection, and Radiation,” in Heat Transfer Modeling: An Inductive Approach, G. Sidebotham, Ed. Cham, Switzerland: Springer International Publishing, 2015, pp. 61–93.
- D. A. Stephenson, “Tool-Work Thermocouple Temperature Measurements—Theory and Implementation Issues,” Journal of Engineering for Industry, vol. 115, no. 4, pp. 432–437, Nov. 1993.
- P. K. Wright and E. M. Trent, “Metallographic methods of determining temperatures gradients in cutting tools,” 1973.