Distortion modeling of SL parts by classical lamination theory

Author:

Vatani Morteza,Barazandeh Farshad,Rahimi AbdolReza,Sanati Nezhad Amir

Abstract

PurposeIn stereolithography (SL), the total exposure absorbed by photopolymer is variable and is a function of height. This phenomenon causes heterogeneous properties and develops residual stresses during process. Consequently, a pronounced deformation occurs especially when small and more intricate objects are fabricated. The purpose of this paper is to predict this deformation when miniature and complicated parts are fabricated.Design/methodology/approachIn this paper classical lamination theory is employed to model mechanical properties of layers, layers shrinkage and residual stress growth during SL process. Distortion is predicted based on the developed model.FindingsResults show that final distortion is proportional to part thickness and it increases exponentially as parts thickness or layers thickness decrease.Practical implicationsTo verify the results, several test pieces were built with SLA 5000 machine and SOMOS 11120 resins. Their distortions were measured with video measuring machine (VMM‐3020D machine). The estimation agrees very well with the experimental results (less than 10 per cent error).Originality/valueThe paper considers the heterogeneous properties of SL parts during fabrication process; an item which was ignored in previous researches. This theoretical and experimental study provides useful information about estimation of deformation of SL parts after building. This information helps the SL machine user to select the best parameters when fabricating miniature and intricate features, especially for biomechanics parts.

Publisher

Emerald

Subject

Industrial and Manufacturing Engineering,Mechanical Engineering

Reference19 articles.

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2. Benerjee, A., Sinha, K.P., Sheker, R. and Benerjee, M.K. (2002), “A study of SLA process parameter over strength of built model”, paper presented at National Level Symposium on Rapid Prototyping and Tooling, Vol. 1, pp. 79‐84.

3. Bugeda, G., Cervera, M. and Lombera, G. (1995), “Numerical analysis of stereolithography processes using the finite element method”, Rapid Prototyping Journal, Vol. 1 No. 2, pp. 13‐23.

4. Burden, L. and Faires, J. (2000), Numerical Analysis, 7th ed., Brooks Cole, Monterey, CA.

5. Chockalingam, K. and Jawahar, N. (2006), “Influence of layer thickness on mechanical property in stereolithography”, Rapid Prototyping Journal, Vol. 12 No. 2, pp. 106‐13.

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