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How to Prove a Sterility Assurance Level of 10⁻⁶ PART 1: The OVERKILL Method(s)

Written by Kurt McCauley | Sep 23, 2022 1:44:25 PM

Written by Laurent Berliet and Kurt McCauley 

Sterile product is defined as material (i.e., final product, product components, etc.) that is free of viable microorganisms. There are numerous sterilization modalities in use and several recognized approaches for achieving a state of sterility. Perhaps the most common of these approaches is the overkill method, which is the focus of this Spore News. There are different variations of the overkill method discussed in the standards, and although the terminology may differ somewhat, the processes are fairly consistent throughout.  

The overkill method is based on the inactivation of a high population of highly resistant reference organisms with the assumption that these provide a far greater challenge to the process than the actual bioburden. This method is appropriate for use with heat-stable products, a great many of which are reusable. For heat-sensitive materials, other methods are available and are discussed in another Spore New publication. The overkill method is typically a partial cycle approach meaning that the process is developed and validated under conditions less than that of the full cycle. Note: A “full cycle” method does exist and is also discussed below. The partial cycle method consists of two options, the most popular of which is the “half cycle” method, and the other of which is the “cycle calculation” method. Both methods are designed to provide a 12+ spore log reduction (SLR) of the bioburden, the characteristics of which (i.e.; population, resistance, identification) are not directly determined. Rather, a worst-case condition is assumed for the bioburden. For example, in a moist heat process the bioburden characteristics are assumed to have a of population of 1.0 X 106, and a D121-value of 1.0 minute, and the inactivation of a reference organism, meeting minimum resistance requirements specified in the standards (e.g.; D121-value ≥ 1.5 minutes per ISO 11138-3), is used to confirm the lethality of the process.

The overkill method(s) are comprised of a physical and a biological component. The sterilization processes, in particular moist heat and dry heat cycles are developed by applying physical parameters (e.g., time/temperature combinations) to reach a theoretical lethality often expressed in terms of F0 for steam or FH for dry heat. For processes with chemical sterilants such as ethylene oxide a defined concentration of sterilant is injected under defined and controlled conditions (e.g., temperature, pressure, relative humidity (RH)).

The continuous control of these parameters during the cycle is required to guarantee the effectiveness of the sterilization process. A physical validation of the process is accomplished using probes (e.g., temperature, pressure, and RH data loggers) and ideally would demonstrate the homogeneity of these conditions at all points within the load. Complete uniformity within the load is not possible and it is important to identify the “cold spots” or areas of lower lethality which are then the focus of the biological testing

Biological validation is the only method that can directly measure the expected lethality of a sterilization process developed from the applied physical conditions. This is accomplished using biological indicators (BIs), with defined population and resistance characteristics. Note: BIs can be commercially prepared units or inoculated product. For the traditional sterilization processes (i.e., moist heat, dry heat and EO), when the physical parameters are maintained at strictly defined conditions, the microorganisms are inactivated in a log-linear manner, thus allowing very good estimation of the lethality from which a sterility assurance level (SAL) can be extrapolated. Note: The z-value of the biological indicator for moist heat processes can be a value other than 10 °C (the number used in the F0 calculations), which can lead to differences in the physically integrated lethality and the directly measured lethality obtained from the biological indicators.

The biological validation typically includes two components:

  • Product D-value studies whereby knowledge is gained about the effect the product itself has on the resistance of microorganisms.
  • Challenging the areas of lower lethality in the load with resistant microorganisms to demonstrate the robustness of the process.

Physical and biological validation are therefore complementary, and both are components of the overkill method. As noted in the European Pharmacopeia "It is the aim of the biological validation to demonstrate the correlation between the predicted effect of the physical conditions applied during the process and the observed biological effect on the biological indicators."

 

Several standards give guidance on the overkill method including:

  • ISO 17665 Sterilization of health care products—Moist heat—Requirements for the development, validation and routine control of a sterilization process for medical devices
  • ISO 11135 Sterilization of health care products—Ethylene Oxide—Requirements for the development, validation and routine control of a sterilization process for medical devices
  • ISO 20857 Sterilization of health care products—Dry heat—Requirements for the development, validation and routine control of a sterilization process for medical devices
  • ISO 14937 Sterilization of health care products—General requirements for characterization of a sterilizing agent and the development, validation, and routine control of a sterilization process for medical devices
  • ISO 11138-7 Sterilization of health care products—Biological Indicators—Part 7: Guidance for the selection, use and interpretation of results
  • United States Pharmacopeia 2022 <1229> Sterilization of Compendial Articles
  • European Pharmacopeia 10.0, 5.1.2. Biological Indicators and Related Microbial Preparations Used in the Manufacture of Sterile Products

The Half Cycle Method

The half cycle approach is perhaps the simplest of the validation processes in demonstrating the 12 SLR. As it is not possible to produce BIs with a population of 1012 that could directly demonstrate the required 12 SLR, the approach consists of measuring the lethality reached during the half cycle using a Log 6 population BI. The method is based on the following assumptions:

  • The Biological Indicator (reference microorganism) presents a greater challenge than the biological load (bioburden).
  • With the half-cycle, the user can demonstrate a reduction of at least six log units with the BI.
  • The complete sterilization process achieves a reduction of at least twelve log units of the BI.

As previously noted, a prerequisite to biological validation is the identification of the areas of lower lethality. For thermal processes, this is typically accomplished by thermal mapping of the load during a process to identify the cold spots. For chemical sterilization processes, additional data on critical parameters is necessary and may include the use of RH and pressure data loggers as well as chemical indicators. Once identified, these areas of lower lethality will be the focus of all subsequent biological testing. For some complex devices, it may not be possible to position physical probes into small lumens or channels and biological mapping may be the only option for identifying the areas of lower lethality. This can be accomplished using uniquely designed BIs (such as a micro-strip, thread or wire) or by direct inoculation. In these cases, the BI will be the only source of information regarding the lethality delivered to those locations. These sites are often overlooked because they are not easily accessible by the probes and yet there is a real possibility that they are areas of lower delivered lethality.

When validating the process biologically, the BI challenge can be in the form of ISO 11138 compliant BIs (meeting the minimum performance criteria), inoculated product, or some other form of a Process Challenge Device (PCD). Data from the inoculated product D-value studies will be key in deciding the form of biological challenge moving forward. These studies can be performed on direct contact surfaces (porous materials/elastomers such as plugs, silicone needle protectors, etc.) and liquid products (Spore News SN069 Why Perform a Product D-value Study?). If the data indicate that the D-value of inoculated product is less than that of commercially prepared BIs, then it is appropriate to conduct all further testing using the BIs. However, if the reverse is true and the inoculated product provides a higher D-value than the BIs, then the use of the BIs is not appropriate. In these cases, units of inoculated product itself can be used as the biological challenge or the use of a PCD that demonstrates a greater challenge to the process than the inoculated product. In the event this leads to an unacceptably long sterilization process, the Biological Indicator/Bioburden method can also be considered.

The BI/PCD must have a population of a least 106 spores which are then placed throughout the load in the areas of lower lethality. During cycle development, a 6 SLR should be demonstrated on the BI in the half cycle process and some range finding exposures may be needed to achieve this result. There are three possible outcomes from the testing:

  1. All BIs are positive for growth in the half cycle meaning the full cycle does not achieve a SAL of 10-6. In this case, the half cycle exposure time needs to be increased and the test repeated.
  2. A Fraction Negative (FN) result (both positive and negative BIs) meaning the SLR is approximately 6 resulting in an SAL around 10-6 in the full cycle. When replicate BIs are used in areas of lower lethality (i.e., multiple BIs in a single location), a most probably number of surviving spores can be calculated from FN results using the Halverson Ziegler equation [ln (number of replicate BIs/number of growth negative BIs)]. FN results from replicate BIs give the most meaningful information about the lethality delivered to that location during the process as the SLR can be calculated.

For example:  

Replicate BIs (3 units) are placed in each location of the load identified to have lower delivered lethality. The BI lot is labeled with a population of 2.0 X 106 spores/BI unit, and after treatment to the half-cycle process, the BI results after incubation are:

Location 1: 3 growth negative BIs/3 replicate BIs

Location 2: 1 growth negative BIs/3 replicate BIs

Location 3: 2 growth negative BIs/3 replicate BIs

 

These results indicate that location 2 provides the greatest challenge to the process and the MPN of surviving spores from that location is used in the calculation:

MPN = ln (n/r) where

n = number of replicate BIs

r = number of growth negative BIs

MPN = ln (3/1)

MPN = 1.1 spores per unit

 

The SLR is calculated as follows:

SLR = Iog N0 – log Nf where,

N0 is the BI pre-exposure population and

Nf is the BI post-exposure population calculated from the MPN

 

SLR = Iog N0 – log Nf

SLR = log (2.0 X 106) – log (1.1)

SLR = 6.3

  1. All BIs are negative for growth at the half cycle, meaning that the SAL is 10-6 or better over the full cycle. In this case, the SLR is unknown in the half cycle and the full cycle may deliver significantly more thermal (or chemical) insult to the load than is necessary. To optimize the cycle, it is recommended to reduce the half cycle process and repeat the testing to achieve an FN result (see previous step).The length of the half cycle can then be increased incrementally to again achieve all negative BIs, thereby decreasing the sterilization process while still proving an SAL of 10-6.

Once a process has successfully achieved the appropriate SLR, replicate testing is required to demonstrate the process stability. Figure 1 provides a graphical representation of the half cycle method.

 

Figure 1. Graphical representation of the Overkill— Half Cycle method

The half-cycle method can also be partially applicable to processes whose parameters can vary during the cycle such as Vaporized Hydrogen Peroxide systems where lethality will not necessarily follow a log-linear model but rather a biphasic one. The approach defines the half cycle where all BIs are negative for growth, (demonstrating an appropriate SLR) and then doubles the exposure time to have the necessary lethality margin as recommended in USP 1229.11. Note: it is not appropriate to extrapolate a SAL in a process that demonstrates non-linear kill kinetics.

 Cycle Calculation Method

The cycle calculation method is similar to the half cycle method in that the process must demonstrate a 12 SLR from which an SAL is extrapolated from a process cycle that is less than a full cycle and in practice is less than the half cycle. All prerequisite work is the same but the SLR from the partial cycle is determined through direct spore counts or a most probable number of surviving spores calculated from fraction negative data.

For example:

If through the cycle development activities, a process delivering an F0 of 24 minutes is selected, a partial cycle delivering an F0 of 6 minutes can be used for the biological validation. The BI to be used in this example has a population of 2.4 X 106 and a D121-value of 1.7 minutes. The sterilization process is conducted as described above (i.e., placing BIs in areas of lower lethality), and upon completion of the cycle, the BIs are retrieved from the load, and a direct spore count is determined through the performance of population assays. The results of the population assay in this example ranged from 1.1 x 102 to 7.3 x102, and to determine the minimum SLR, the highest recovered spore count is used in the calculation:

Partial cycle SLR = Iog N0 – log Nf where,

N0 = 2.4 X 106 (BI pre-exposure population)

Nf = 7.3 X 102 (BI post-exposure population)

_____________________________________________________

Partial cycle SLR = log (2.4 X 106) - log (7.3 X 102)

Partial cycle SLR = 6.3802 – 2.8633

Partial cycle SLR = 3.5169

_____________________________________________________

The SLR of the full cycle can then be calculated using the formula:

Full cycle SLR = (Partial cycle SLR X Full cycle time)/Partial cycle time

Full cycle SLR = (3.5169 X 24)/6

Full cycle SLR = 14.1

In this example, a 14.1 SLR has been demonstrated to satisfy the requirements. The SAL can be calculated using the formula:

SAL = 10logNo – SLR

SAL = 10(6.4 – 14.1)

SAL = 10-7.7

See Figure 2 for the graphical representation of the Cycle Calculation method.

 

Figure 2. Graphical representation of the Overkill—Cycle Calculation method

 Full cycle method

The full cycle method is similar to the other overkill methods in that the process must demonstrate a 12 SLR. However, it is not the SLR of the BI that is demonstrated (as is the case with the other overkill methods), but rather it is the SLR of the of the theoretical bioburden. Cycle lethality is still confirmed through the use of a BI/PCD that demonstrates an Fbio>12 min. The sterilization process is conducted as described above (i.e., placing BIs in areas of lower lethality) and demonstrating kill under full cycle conditions (i.e., this is not a partial cycle approach). The Fbio of a BI is the product of the log of the population and the D-value and allows different populations and D-value combinations to achieve a value of 12. For example, a BI with a 2.0 X 105 population must have a D-value of 2.3 minutes or greater to meet the requirement (log 2.0 X 105 X 2.3 = 12.2). Of the overkill validation methods, the Full Cycle approach is the least robust. See Figure 3 for the graphical representation of the Full Cycle method.

Figure 3. Graphical representation of the Overkill—Full Cycle method

As noted, the overkill method(s) is only suitable for use with heat-stable products and allows for minimal knowledge of the product bioburden. The half cycle method is perhaps the most commonly used of the overkill approaches due to its simplicity. However, as pharmaceutical and other newly developed products are increasingly becoming heat-sensitive, other validation methods are gaining in popularity. Today, standards such as the USP and the EP recommend the BI/Bioburden method to validate these processes. The BI/Bioburden method requires greater knowledge and stricter control of the bioburden while still allowing the ability to establish a SAL of 10-6. This method is covered in Spore New SN081 How to Prove a Sterility Assurance Level of 10-6, PART 2: The Biological Indicator/Bioburden Methods.

SN080-V1