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S. Duffy, E. Baker, A. Wereszczak, J. Swab (2005)
Weibull Analysis Effective Volume and Effective Area for a Ceramic C-Ring Test SpecimenJournal of Testing and Evaluation, 33
R. Tandon, S. Glass (2003)
Controlling the Fragmentation Behavior of Stressed Glass, 14
(1997)
Glass Processing Days
(2013)
Elastic strain energy of thermally tempered glass increases its residual strength
R Hooke (1665)
Micrographia: Or, Some Physiological Descriptions of Minute Bodies Made by Magnifying Glasses
R. Hooke (2003)
Micrographia: Or Some Physiological Descriptions of Minute Bodies Made by Magnifying Glasses With Observations and Inquiries Thereupon
PD Warren (2001)
Fractography of Glasses and Ceramics IV
J. Barsom (1968)
Fracture of Tempered GlassJournal of the American Ceramic Society, 51
A. Shutov, P. Popov, A. Bubeev (1998)
Prediction of the character of tempered glass fractureGlass and Ceramics, 55
H. Lee, Seongkoo Cho, K. Yoon, Jaeho Lee (2012)
Glass Thickness and Fragmentation Behavior in Stressed Glasses, 2012
J. Belis, F. Bos, C. Louter (2018)
Challenging glass 5:conference on architectural and structural applications of glass
R Tandon, SJ Glass (2005)
Fracture Mechanics of Ceramics—Active Materials, Nanoscale Materials, Composites, Glass and Fundamentals
When tempered glass breaks, it shatters into relatively small pieces depending on the residual stress state in the glass. This has been known for centuries and is currently used in standards for classifying whether a piece of glass is tempered or not. However, the process of fragmentation is complex and only a few, relatively simple, models have been suggested for predicting the fragment size. The full theoretical explanation is still to be found and this work aims at providing another brick to the puzzle. The strain-energy present in tempered glass is obviously contributing to the fragmentation process and some authors e.g. Barsom (J Am Ceram Soc 51(2):75, 1968), Gulati (Glass processing days, Tamglass Engineering Oy, Tampere, 1997), Warren (Fractography of glasses and ceramics IV, Alfred University, Alfred, 2001) and Tandon and Glass (Fracture mechanics of ceramics—active materials, nanoscale materials, composites, glass and fundamentals, Springer, Houston, 2005) have proposed models for the fragments size based on an energy approach. Often an estimate of the remaining strain energy in the fragment is used; which leaves the questions: (a) what parameters are important for the remaining strain energy? (b) what is the magnitude of the remaining strain energy? (c) is there a simple way to estimate the remaining strain energy?
Glass Structures & Engineering – Springer Journals
Published: Oct 5, 2016
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