By Jeffrey J. Swab
This booklet is a set of papers from the yank Ceramic Society's thirty fifth foreign convention on complicated Ceramics and Composites, held in Daytona seashore, Florida, January 23-28, 2011. This factor comprises papers offered within the Armor Ceramics Symposium on issues similar to production; High-Rate Real-Time Characterization; Microstructural layout; Nondestructive Characterization; and Phenomenology and Mechanics of Ceramics Subjected to Ballistic effect.
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Extra resources for Advances in Ceramic Armor VII: Ceramic Engineering and Science Proceedings
The ATPD 2352 provides requirements and test protocols for six optical tests. 1 Allowable Defects in ATPD 2352 Revision R, the inspection is required to be performed looking from the inside through the window, a procedural detail that illustrates that most importantly these are windows to see through and secondly armor. The next two tests are to measure the transmission of the window i'n the visible range, luminous transmission, and then in the near IR for NVG compatibility. 1 defines how to measure luminous transmittance, "Luminous (photopic) transmittance shall be determined in accordance with the photopic transmission measurement procedure given in MIL-DTL-62420.
M. Kelly, Lightweight Transparent Armour Systems for Combat Eyewear, 19th International Symposium of Ballistics, 7-11, 969-976 (2001). 4 J. Gong, J. Wu, Z. Guan, Examination of the indentation size effect in low-load Vickers hardness testing of ceramics, Journal of the European Ceramic Society, 19 , 2625-2631 (1999). C. LaSalvia, J. J. W. McCauley, Beyond Hardness: Ceramics and CeramicBased Composites for Protection, Journal of the Minerals, Metals and Materials Society, 62 , 1623 (2010).
Finally, note that the differences in hardness are lower at higher indentation loads. Figure 2. Static and dynamic Vickers hardness data for various indentation loads on strengthened and virgin glass surfaces. The data reveals significant increases in material hardness under dynamic loading for both strengthened and virgin glass samples. 13"15 The typical Meyer's Law expression is given in Equation 1 as (1) P=Ad" where P is the indentation load, Л is the Meyer's constant, d, is the indent dimension and n is the Meyer's exponent.
Advances in Ceramic Armor VII: Ceramic Engineering and Science Proceedings by Jeffrey J. Swab