2016
DOI: 10.1016/j.procir.2016.04.020
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Fast High-Resolution FE-based Simulation of Thermo-Elastic Behaviour of Machine Tool Structures

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Cited by 10 publications
(5 citation statements)
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“…It includes partial models for power loss, thermal coupling coefficients, and thermo-elastic displacement and approaches for calculating the axis correction values. A modular strategy for correcting structure models in the context of machine tools has been developed through fundamental research and is undergoing validation on numerous machine components and structures [36,[40][41][42][43]. The modules can be divided into three areas: data acquisition, modeling, and correction, whereby each area is calculated in its own time domain (control real time and thermal real time) that can be calculated decoupled from each other (control internal and control external).…”
Section: Structure Model-based Correctionmentioning
confidence: 99%
“…It includes partial models for power loss, thermal coupling coefficients, and thermo-elastic displacement and approaches for calculating the axis correction values. A modular strategy for correcting structure models in the context of machine tools has been developed through fundamental research and is undergoing validation on numerous machine components and structures [36,[40][41][42][43]. The modules can be divided into three areas: data acquisition, modeling, and correction, whereby each area is calculated in its own time domain (control real time and thermal real time) that can be calculated decoupled from each other (control internal and control external).…”
Section: Structure Model-based Correctionmentioning
confidence: 99%
“…This allows estimating temperatures in the machine tool based on task-specific, locally resolved losses based on finite element and structural models. The later models mimic the thermal mechanisms of the real machine tool [28,29] and thus contribute to the integral digital twin.…”
Section: Thermal Behaviour Of the Machine Toolmentioning
confidence: 99%
“…Another commonly used method to model the thermo-elastic TCP error focuses on finite element (FE) methods. Galant et al use an FE model in combination with model order reduction (MOR) techniques to compute the thermo-elastic deformation of a machine structure component with high accuracy and a low computation time [4]. The same technique is used by Brecher et al when simulating the machine spindle [5], reaching similar results.…”
Section: Introductionmentioning
confidence: 99%