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Experimental and Numerical Investigation of the Effect of Aperture Angle on the Apparent Tensile Response of FDM 3D-Printed PLA Specimens Cover

Experimental and Numerical Investigation of the Effect of Aperture Angle on the Apparent Tensile Response of FDM 3D-Printed PLA Specimens

Open Access
|Jul 2026

Figures & Tables

Fig. 1.

Specimen geometry and aperture-angle configurations: (a) solid (reference) specimen; (b) overall dog-bone dimensions of the test specimen, defined according to ISO 3167:2014(E), with gauge length L0, gauge width b, and thickness h; (c) detail of the gauge section showing the two through-thickness apertures of equal radius R1 and inter- center spacing d, with the angle θ measured between the inter-center line and the axis transverse to the loading direction; (d) the eight aperture orientations investigated (θ = 0°, 15°, 30°, 45°, 60°, 75°, 90° and 105°) together with the solid reference.

Fig. 2.

Specimens during and after printing. (Source: authors’ own work).

Table 1.

Filament specifications and FDM print parameters held constant across all 27 specimens.

ParameterSymbolValueUnit
Filament material—PLA, white—
Filament diameterdf1.75mm
Filament densityρ1.24g/cm3
Spool weight—1kg
3D printer—Anycubic i3 Mega X—
Nozzle temperatureTn200°C
Build-plate temperatureTb60°C
Layer heighthl0.20mm
Wall thicknesstw1.20mm
Infill densityρinf100%
Infill / raster pattern—Rectilinear, ±45°—
Print speedv50mm/s
Fig. 3.

Tensile testing protocol. (Source: authors’ own work).

Table 2.

Summary of experimental σnom,max results for all nine configurations.

θσnom,1 (MPa)σnom,2 (MPa)σnom,3 (MPa)Mean σnom,max ± SD (MPa)Anet/A0 (–)RegimeMean σnet,max (MPa)% red. in σnom
Solid28.2425.5127.9627.23 ± 1.501.000—27.23—
0°24.4823.8722.6523.67 ± 0.940.600Two-hole-cut39.45+13.1
15°21.8723.1921.6822.25 ± 0.820.695Two-hole-cut32.01+18.3
30°24.1223.9225.9424.66 ± 1.110.800One-hole-cut30.83+9.4
45°24.8523.9723.5724.13 ± 0.650.800One-hole-cut30.16+11.4
60°25.9726.2725.5225.92 ± 0.370.800One-hole-cut32.40+4.8
75°26.7126.4026.5526.56 ± 0.150.800One-hole-cut33.20+2.5
90°27.5527.6527.0827.42 ± 0.300.800One-hole-cut34.28−0.7
105°28.0728.9526.9227.98 ± 1.010.800One-hole-cut34.98−2.8

[i] (Source: authors’ own work)

Table 3.

Summary of Eapp results for all nine configurations.

Aperture AngleE1 (MPa)E2 (MPa)E3 (MPa)Mean (MPa)SD (MPa)R2 (all)
Solid1437.01442.21442.01440.402.96>0.999
0°1308.81411.11372.41364.0851.61>0.999
15°1446.71483.51457.71462.6418.87>0.999
30°1453.11436.21435.91441.759.86>0.999
45°1445.31448.01450.11447.772.43>0.999
60°1448.51454.71451.51451.563.10>0.999
75°1460.21408.61447.51438.7626.86>0.999
90°1453.21466.01445.01454.7210.59>0.999
105°1496.41501.41485.81494.497.97>0.999
Overall Mean———1444.0237.53>0.999

[i] (Source: authors’ own work)

Table 4.

Representative specimens selected for FEA validation. The representative specimen of each group is the one whose σnom,max lies closest to the group mean.

Aperture AngleSpecimenSpecimen σnom,max (MPa)Group mean σnom,max (MPa)
SolidSP327.9627.23
0°SP523.8723.67
15°SP721.8722.25
30°SP1024.1224.66
45°SP1423.9724.13
60°SP1625.9725.92
75°SP2126.5526.56
90°SP2227.5527.42
105°SP2628.0727.98

[i] (Source: authors’ own work).

Fig. 4.

Loading and meshing parameters. (Source: authors’ own work).

Fig. 5.

All 27 specimens after tensile test.

(Source: authors’ own work).

Fig. 6.

Stress–strain behavior in 27 experimental specimens.

(Source: authors’ own work).

Fig. 7.

Comprehensive mechanical properties analysis: (a) σnom,max vs. Eapp scatter plot for all 27 specimens, (b) Mean σnom,max variation with aperture angle, (c) Percentage reduction in σnom,max relative to solid configuration, and (d) Mean Eapp variation with aperture angle. (Source: authors’ own work).

Fig. 8.

Finite element prediction of von Mises stress field and fracture at σnom,max for solid specimen. (Source: authors’ own work)

Fig. 9.

Comparison of experimental and FEA stress–strain curves for representative specimens: (a) Solid, (b) 0°, (c) 15°, (d) 30°, (e) 45°, (f) 60°, (g) 75°, (h) 90°, (i) 105°. (Source: authors’ own work).

Language: English
Submitted on: Apr 15, 2026
Accepted on: May 20, 2026
Published on: Jul 9, 2026
Published by: ŁUKASIEWICZ RESEARCH NETWORK – INSTITUTE OF AVIATION
In partnership with: Paradigm Publishing Services

© 2026 Khalil Zouaoui, Salah Amroune, Mohamed-Said Chebbah, Mohamed Slamani, Barhm Abdullah Mohamad, published by ŁUKASIEWICZ RESEARCH NETWORK – INSTITUTE OF AVIATION
This work is licensed under the Creative Commons Attribution 4.0 License.