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Original Articles

Cracking characteristics and kernel extraction quality of hazelnuts: Effects of compression speed and positions

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Pages 1664-1674 | Received 09 Mar 2017, Accepted 05 Jul 2017, Published online: 21 Dec 2017

Figures & data

Figure 1. Representation of the three axial forces (Fx, Fy, and Fz) and three major perpendicular dimensions of hazelnut.

Figure 1. Representation of the three axial forces (Fx, Fy, and Fz) and three major perpendicular dimensions of hazelnut.

Figure 2. Typical compressive force deformation relationship of hazelnuts cv. Tombul.

Figure 2. Typical compressive force deformation relationship of hazelnuts cv. Tombul.

Table 1. Evaluation of kernel extraction quality.

Table 2. Some physical properties of the Tombul hazelnut variety (at 11% w.b. moisture content of shell).

Table 3. Effects of compression positions on force, energy, specific deformation, and kernel extraction quality of hazelnuts.

Table 4. Effects of compression speed on force, energy, specific deformation, and kernel extraction quality of hazelnuts.

Figure 3. Mean values of force, compressed at three positions (length, width, and thickness), as a function of shell thickness.

Figure 3. Mean values of force, compressed at three positions (length, width, and thickness), as a function of shell thickness.

Figure 4. Mean values of energy, compressed at three positions (length, width, and thickness), as a function of shell thickness.

Figure 4. Mean values of energy, compressed at three positions (length, width, and thickness), as a function of shell thickness.

Figure 5. Mean values of specific deformation, compressed at three positions (length, width, and thickness) as a function of shell thickness.

Figure 5. Mean values of specific deformation, compressed at three positions (length, width, and thickness) as a function of shell thickness.

Figure 6. Mean values of rupture force, compressed at three positions (length, width, and thickness) as a function of geometric mean diameter.

Figure 6. Mean values of rupture force, compressed at three positions (length, width, and thickness) as a function of geometric mean diameter.

Figure 7. Mean values of energy, compressed at three positions (length, width, and thickness) as a function of geometric mean diameter.

Figure 7. Mean values of energy, compressed at three positions (length, width, and thickness) as a function of geometric mean diameter.

Figure 8. Mean values of specific deformation, compressed at three positions (length, width, and thickness) as a function of geometric mean diameter.

Figure 8. Mean values of specific deformation, compressed at three positions (length, width, and thickness) as a function of geometric mean diameter.

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