DENT-Specimen
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DENT-specimen
General information
The Anglo-Saxon abbreviation DENT stands for ‘Double-edged Notched Tension’ and the DENT-specimen is referred to in German as a double-sided notched tensile test specimen (or a tensile test specimen notched on both sides).
Test specimen shape
| Fig. 1: | Schematic representation of the DENT-specimen (B = thickness, W = width, a = initial crack length and H = length) |
Dimensions (according to [1]):
Typical dimensions for plastics [2]:
H = 75 1 mm
W = 10 0.5 mm
B = 3 bzw. 4 mm
a = 1 0.2 mm
Equation for determining the stress intensity factor [3]
Application
The DENT-specimen is used in quasi-static tensile tests, primarily for plastics with high matrix toughness, but in recent years also in elastomer and film testing [2, 4]. Due to problems with clamping, an additional hole is drilled in the DENT-specimens to improve the holder.
| Fig. 2: | Schematic representation of a DENT-specimen for fracture mechanics experiments on elastomeric materials using the instrumented tensile impact test |
Evaluation
The following Eqs. (1) and (2) are used to evaluate instrumented tensile impact tests on elastomer materials, i.e. to calculate Jd-values as resistance to unstable crack initiation and propagation.
mit
| Amax | deformation energy and | |
| according [5] in the form |
An extensive overview of suitable test specimens for fracture mechanics investigations on plastics and composite materials can be found in fracture mechanics test specimens.
See also
- Essential Work of Fracture (EWF)-concept
- Instrumented tensile impact test (ITIT)
- Film testing
- Fracture mechanical testing
- Specimen for fracture mechanics tests
References
| [1] | Sähn, S., Göldner, H.: Bruch- und Beurteilungskriterien in der Festigkeitslehre. Fachbuchverlag, Leipzig Köln (1993) p. 36, (ISBN 3-343-00854-0; see AMK-Library under E 26) |
| [2] | Reincke, K., Grellmann, W.: Instrumentierte Schlagzugprüfung von Elastomeren. In: Frenz, H. und Wehrstedt, A. (Eds.): Kennwertermittlung für die Praxis – Proceedings Werkstoffprüfung 2002. Wiley-VCH, Weinheim (2003) pp. 340–344, (ISBN 3-527-30674-9; see AMK-Library under M 10) |
| [3] | Richard, H.-A.: Interpolationsformel für Spannungsintensitätsfaktoren VDI-Zeitschrift 121 (1979) 22 - Nov. II 1138–1143 |
| [4] | Reincke, K.: Bruchmechanische Bewertung von ungefüllten und gefüllten Elastomerwerkstoffen. Mensch und Buch (2005), (ISBN 978-3-86664-021-4; see AMK-Library under B 1-13) |
| [5] | Anderson, T. L.: Fracture Mechanics. Fundamentals and Applications, 3rd Ed., CRC Press Boca Raton (2005), (ISBN 978-08493-4260-8; see AMK-Library under E 8), DOI: https://doi.org/10.11201/9781420058215 |
