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Element activation strategy for Additive Manufacturing, based on the element deletion algorithm

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Context and challenges

Mesh management technique

 This work consists in improving the 3D thermal Finite Element Analysis of a

additive manufacturing process in the fully implicit in-house Finite Element

code “Metafor” [1].

 The challenges of such a simulation come from multiple sources:

 The nature of the process requires a large deformation thermo-mechanical

simulation;

 The modeling of the material law is complex.

 The geometry imposes a very fine discretization for accurate results.

 The process requires altering the mesh geometry of the model during the

simulation to model the addition of matter.

 This work consisted in implementing an element activation method in

Metafor inspired by the element deletion algorithm used in crack propagation.

Verification: Test from Chiumenti et al.[3] (Soft: COMET)

Ongoing: Test from Jardin et al.[4] (Soft:Lagamine)

Element activation strategy for Additive Manufacturing,

based on the element deletion algorithm

Computation of new active mesh and boundary conditions

Activated Element

Element to be activated

Boundary Condition

(e.g. Convection/Radiation) Heat Flux

Laser Position

Plan for future research

C.Laruelle (cedric.laruelle@ULiege.be), R.Boman, L.Papeleux, J.-P. Ponthot,

Department of Aerospace and Mechanical Engineering, Liège, Belgium

 Finite elements and boundary conditions (convection/radiation/laser heat flux) are all created at the start of the simulation but only enter the

computation after their activation (born-dead elements).

 Elements and boundary conditions are activated/deactivated based on the

current laser position/mesh geometry (see below).

 The method used is adapted from the deactivation of elements and boundary conditions used in crack propagation [2], instead of having a “crack

propagation criterion” we have an “element activation criterion” which is for now based on a pre-defined laser position throughout the simulation.

𝟒

𝒕𝒉

Workshop on Metal Additive Manufacturing, KU Leuven, 27-28 May 2019

Time t Time t + Δt

X-FEM for AM:

Time evolution of the process

t=8s t=172s

t=414s t=583s

References

[1] J.-P. Ponthot, ”Unified stress update algorithms for the numerical simulation of large deformation elasto-plastic and elasto-viscoplastic processes”, International Journal of Plasticity. 18 (2002) 91-126.

[2] J.-P. Ponthot, R. Boman, P.-P. Jeunechamps, L. Papeleux, G. Deliége, “An implicit erosion

algorithm for the numerical simulation of metallic and composite materials submitted to high strain rate”, Proceedings of the Indian National Science Academy. 79/4 (2013) 519-528

[3] M. Chiumenti, X. Lin, M. Cervera, W. Lei, Y. Zheng, W. Huang, “Numerical simulation and experimental calibration of Additive Manufacturing by blown powder technology. Part I: thermal analysis”, Rapid Prototyping Journal 23 (2) (2017) 448–463.

[4] Tomé Jardin, R. A., Tchuindjang, J. T., Duchene, L., Tran, H. S., Hashemi, S. N., Carrus, R., Mertens, A., & Habraken, A. (2019), “Thermal histories and microstructures in Direct Energy Deposition of a High Speed Steel thick deposit. Materials Letters,236, 42-45.

TEMPERATURE

1. Known configuration at time t.

2. Computation of laser position at time t + Δt .

3. Activation of finite elements based on the new laser position. 4. Deactivation of boundary conditions and heat flux based on

the new mesh geometry and laser position.

5. Activation of boundary conditions and heat flux based on the new mesh geometry and laser position.

1. 2. 3. 4. 5.

 Realise thermomechanical simulations:

 First thermomechanical simulations have already been made.

 More implementation is required before validating the model against the literature (e.g. the implementation of a relaxation/annealing temperature in Metafor is required,…)

 Improve of the FEM modeling of the mesh/geometry for AM:

 Implement X-FEM to model the geometry of additive manufacturing

processes to remove the constraint of a very fine mesh imposed by the layer

height without loss of accuracy:

Final temperature distribution: Metafor

160 TEMPERATURE 800

Final temperature distribution: COMET [3]

METAFOR COMET

Temperature evolution at 2 Thermocouples: Metafor/COMET

The user simply needs to define the laser position

over time and the software handles the activation.

Good agreement of the

temperature evolution

between COMET and

Metafor.

Thermal study of an AM process using

Laser Solid Forming of Ti-6Al-4V metal powder

Both Metafor and COMET

could predict the

experimental oxidation

zone.

Temperature Distribution [4]

Temperature evolution [4]

Temperature Distribution: Metafor

Temperature evolution: Metafor

300 1677

T(K)

An investigation of the differences between Metafor and Lagamine is underway

LAGAMINE Software LAGAMINE Experimental Metafor Experimental Time[s] T emper atur e[ C °]

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