Known commercially as alon transparent aluminum armor is made of aluminum oxynitride a combination of aluminum oxygen and nitrogen before it can end up as a hard transparent armor plate it begins as a powder.
Alon ceramic armor.
This powder is then molded subjected to high heat and baked just as any other ceramic is baked.
Aluminum oxynitride spinel alon is an isotropic material that can be sintered into a fully dense ceramic.
Single phase polycrystalline aluminum oxynitride spinel was fabricated.
Surmet is the only company globally that manufactures alon.
Level iv ceramic body armor can defeat rounds up to 7 62 x 51 5 56 x 45 m855 light armor piercing rounds and 30 caliber m2 armor piercing bullets.
Alon or aluminum oxynitride is an amazing and unique transparent advanced ceramic that is polycrystalline made from powder with a cubic spinel crystal structure.
One application will literally last up to 5 years.
The most common materials are alumina boron carbide silicon carbide and titanium diboride.
Multiple ballistic performance test results have shown alon to be the best transparent armor material that is available commercially today.
Itroduction alon optical ceramic comparison of alon and spinel comparison of alon to sapphire ballistic results recent results on 50 cal ap testing s.
Alon is the hardest polycrystalline transparent ceramic material there is and has been shown to stop multiple 50 caliber armor piercing ap rounds.
Ceramic armor is armor used by armored vehicles and in personal armor to resist projectile penetration through high hardness and compressive strength.
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Ceramics are often used where light weight is important as they weigh less than metal alloys for a given degree of resistance.
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Surmet s alon transparent armor also has shown excellent environmental durability in scratch and rock strike resistance stemming from 3x hardness of glass a.
Design of armor ceramics with a focus on an optically transparent armor ceramic polycrystalline 200 µm grain size aluminum oxynitride alon spinel that uses a multiscale modeling approach and will overview the special computational challenges that are required for linking the vast spatiotemporal scales from the quantum to the continuum.