Planar and nonplanar slicing algorithms for fused deposition modeling technology: A critical review

P Nayyeri, K Zareinia, H Bougherara - The International Journal of …, 2022 - Springer
A bstract Fused deposition modeling (FDM) is one of the most popular and ubiquitous
additive manufacturing methods, which uses a layering procedure to build 3D models layers …

[HTML][HTML] Conformal 3D printing of a polymeric tactile sensor

OF Emon, F Alkadi, M Kiki, JW Choi - Additive Manufacturing Letters, 2022 - Elsevier
Conventional additive manufacturing processes are generally inadequate for printing
electronics on a curved surface. When printing a curved functional structure, the typical way …

Structural stability of thin overhanging walls during material extrusion additive manufacturing of thermoset-based ink

SK Romberg, AI Abir, CJ Hershey, V Kunc… - Additive …, 2022 - Elsevier
Recent developments have enabled material extrusion additive manufacturing of thermoset-
based composite inks on the large scale. In addition, printing out-of-plane components is of …

Robotic additive turning with a novel cylindrical slicing method

IE Yigit, SA Khan, I Lazoglu - The International Journal of Advanced …, 2022 - Springer
The turning process used from ancient times to today's modern turning centers is based on
material removal. This article presents a new work to integrate additive manufacturing into …

Optimization-based conformal path planning for in situ bioprinting during complex skin defect repair

W Zhao, C Hu, Y Wang, S Lin, Z Wang, T Xu - Bio-Design and …, 2025 - Springer
The global demand for effective skin injury treatments has prompted the exploration of tissue
engineering solutions. While three-dimensional (3D) bioprinting has shown promise …

Structural stability of thermosets during material extrusion additive manufacturing

SK Romberg - 2021 - trace.tennessee.edu
Over the past decade, the scale of polymer additive manufacturing has been revolutionized
with machines that print massive thermoplastic parts with greater geometric complexity than …