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Data obtained from the study is based on conditions that simulate the effects of aging on the materials. The calculator below generates a table of values for calculations based upon ASTM F1980, Accelerated Aging of Sterile Medical Device Packages. Accelerated Aging – ASTM F1980 Accelerated Aging – oftentimes referred to as Accelerated Shelf-Life Testing – is commonly used in the medical device industry to accelerate the effects of time on a Sterile Barrier System to establish Shelf Life parameters. ASTM F1980-07 (2011) Aging Calculator Calculation of accelerated aging according to ASTM F 1980 Here you are able to calculate how long they have to perform at elevated temperature a storage tests to reflect the reality as closely as possible in the laboratory. ASTM F1980 is the standard most people refer to for medical device accelerated aging. Values above 60°C are not recommended. The ASTM F1980 guide provides documentation for developing accelerated aging protocols to promptly determine the effects, if any at all, due to the passage of time on the sterile integrity of the sterile barrier system (SBS), as defined in ANSI/AAMI/ISO 11607-1:2006, and the physical properties of their component packaging materials. Storage Temperature to be simulated (°C) Typical values are between 20°C and 25°C °C . Shelf life to be simulated (days) Days. Accelerated aging temperature (°C) Typical values are 50°C , 55°C and 60°C . Step 1: Please fill … The Accelerated Aging process is based on the relationship of temperature and reaction rate where an increase in temperature increases the reaction rate. The primary accelerated aging standards pertaining to sterile barrier systems for medical devices are: 1. ASTM F1980 Accelerated Aging Calculator Accelerated Aging is utilized to establish the shelf life of a product relatively quickly. ANSI/AAMI/ISO 11607-1:2006 2. Accelerated Aging Time Calculator ASTM F1980-07. Reference ASTM F1980-16 $$\text { Accelerated Aging Time } (A A T)=\frac{\text { Desired Real Time }(R T)}{Q_{10} \scriptsize\left[\left(T_{A A}-T_{R T}\right) / 10\right]}$$

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