
I do enjoy some Kafka-adjacent humor on a Sunday morning.

I do enjoy some Kafka-adjacent humor on a Sunday morning.
Facility design and manufacturing processes are complex, multi-stage operations, fraught with difficulty. Ensuring the facility meets Good Manufacturing Practice (GMP) standards and other regulatory requirements is a major challenge. The complex regulations around biomanufacturing facilities require careful planning and documentation from the earliest design stages.
Which is why consensus standards like ASTM E2500 exist.

Central to these approaches are risk assessment, to which there are three primary components:
Folks often get tied up on what tool to use. Frankly, this is a phase approach. We start with a PHA for design, an FMEA for verification and a HACCP/Layers of Control Analysis for Acceptance. Throughout we use a bow-tie for communication.
| Aspect | Bow-Tie | PHA (Preliminary Hazard Analysis) | FMEA (Failure Mode and Effects Analysis) | HACCP (Hazard Analysis and Critical Control Points) |
|---|---|---|---|---|
| Primary Focus | Visualizing risk pathways | Early hazard identification | Potential failure modes | Systematically identify, evaluate, and control hazards that could compromise product safety |
| Timing in Process | Any stage | Early development | Any stage, often design | Throughout production |
| Approach | Combines causes and consequences | Top-down | Bottom-up | Systematic prevention |
| Complexity | Moderate | Low to moderate | High | Moderate |
| Visual Representation | Central event with causes and consequences | Tabular format | Tabular format | Flow diagram with CCPs |
| Risk Quantification | Can include, not required | Basic risk estimation | Risk Priority Number (RPN) | Not typically quantified |
| Regulatory Alignment | Less common in pharma | Aligns with ISO 14971 | Widely accepted in pharma | Less common in pharma |
| Critical Points | Identifies barriers | Does not specify | Identifies critical failure modes | Identifies Critical Control Points (CCPs) |
| Scope | Specific hazardous event | System-level hazards | Component or process-level failures | Process-specific hazards |
| Team Requirements | Cross-functional | Less detailed knowledge needed | Detailed system knowledge | Food safety expertise |
| Ongoing Management | Can be used for monitoring | Often updated periodically | Regularly updated | Continuous monitoring of CCPs |
| Output | Visual risk scenario | List of hazards and initial risk levels | Prioritized list of failure modes | HACCP plan with CCPs |
| Typical Use in Pharma | Risk communication | Early risk identification | Detailed risk analysis | Product Safety/Contamination Control |
At BOSCON this year I’ll be talking about this fascinating detail, perhaps too much detail.
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The folks behind GAMP5 are perhaps the worst in naming things. And one of the worse is the whole standard versus normal changes. Maybe when naming two types of changes do not use strong synonyms. Seems like good advice in general, when naming categories don’t draw from a list of synonyms.
Based on the search results, here are the key differences between a standard change and a normal change in GAMP 5:
So a standard change is one that is always done the same way, can be proceduralized, and is of low risk. In exchange for doing all that work, you get to do them by a standard process without the evaluation of a GxP change control, because you have already done all the evaluation and the implementation is the same every single time. If you need to perform evaluation or create an action plan, it is not a standard change.
The key distinction is that Standard changes have pre-approved processes and do not require individual approval, while Normal changes go through the full change management process each time. Standard changes are meant for routine, low-risk activities, while Normal changes are for more significant modifications that require careful review and approval.
An emergency change is a change that must be implemented immediately to address an unexpected situation that requires urgent action to:
Key characteristics of emergency changes in GAMP 5:
The key difference from standard or normal changes is that emergency changes follow an expedited process to deal with urgent, unforeseen issues that require immediate action, while still maintaining some level of control and documentation. However, they should still be evaluated and fully documented after implementation.
A key KPI for a FUSE program is Overall Equipment Effectiveness (OEE) which measures the efficiency and productivity of equipment and production processes.
OEE is a percentage that represents the proportion of truly productive manufacturing time. It takes into account three main factors:
The formula for calculating OEE is:
OEE = Availability × Performance × Quality
Availability measures the percentage of scheduled time that the equipment is available to operate. It accounts for downtime losses.
Availability = Run Time / Planned Production Time
Performance compares the actual output of equipment to its theoretical maximum output at optimal speed.
Performance = (Ideal Cycle Time × Total Count) / Run Time
Quality represents the percentage of released material produced out of the total material produced.
Quality = Good Count / Total Count
OEE is crucial for several reasons:
While OEE scores can vary by industry, generally:
To improve OEE, manufacturers can:
By focusing on OEE, manufacturers can significantly enhance their productivity, reduce waste, and improve their bottom line. It’s a powerful metric that provides actionable insights for optimizing manufacturing processes.
Utilizing the rubric:
| Attribute | Meaning | Score | What this means in My Organization |
| Relevance | How strongly does this metric connect to business objectives? | 5 | Empirically Direct – Data proves the metric directly supports at least one business objective – the ability to meet client requirements |
| Measurability | How much effort would it take to track this metric? | 3 | Medium – Data exists but in a variety of spreadsheets systems, minor collection or measurement challenges may exist. Will need to agree on what certain aspects of data means. |
| Precision | How often and by what margin does the metric change? | 5 | Once we agree on the metric and how to measure it, it should be Highly Predictable |
| Actionability | Can we clearly articulate actions we would take in response to this metric? | 4 | Some consensus on action, and capability currently exists to take action. This metric will be used to drive consensus. |
| Presence of Baseline | Does internal or external baseline data exist to indicate good/poor performance for this metric? | 3 | Baseline must be based on incomplete or directional data. Quite frankly, the site is just qualified and there will be a rough patch. |
This tells me this is a strong metric that requires a fair amount of work to implement. It is certainly going into the Metrics Plan.
Equipment availability metric measures the proportion of time a piece of equipment or machinery is operational and ready for production compared to the total planned production time. It is a key component of Overall Equipment Effectiveness (OEE), along with Performance and Quality.
This metric directly impacts production capacity and throughput with a high availability indicating efficient maintenance practices and equipment reliability. This metric helps identify areas for improvement in operations and maintenance.
Equipment availability is expressed as a percentage and calculated using the following formula:
Availability (%) = (Actual Operation Time / Planned Production Time) × 100
Where:
For example, if a machine is scheduled to run for 8 hours but experiences 1 hour of unplanned downtime:
Availability = (8 hours – 1 hour) / 8 hours = 87.5%Types of Availability Metrics
This metric is often used by equipment designers and manufacturers. It only considers corrective maintenance downtime.
Inherent Availability = MTBF / (MTBF + MTTR)
Where:
This version includes both corrective and preventive maintenance downtime, making it more useful for maintenance teams.
Achieved Availability = MTBM / (MTBM + M)
Where:
To increase equipment availability, consider the following strategies:
Equipment availability is closely related to other important manufacturing metrics:
By focusing on improving equipment availability, manufacturers can enhance their overall operational efficiency, reduce costs, and increase production capacity. Regular monitoring and analysis of this metric can provide valuable insights for continuous improvement initiatives in manufacturing processes.
To generate an equipment availability KPI in process manufacturing, you should follow these steps:
The basic formula for equipment availability is:
Availability = Run Time / Planned Production Time
Where:
For example, if a machine is scheduled to run for 8 hours, but has 1 hour of unplanned downtime:
Availability = (8 hours – 1 hour) / 8 hours = 87.5%
To calculate availability accurately, you need to track:
Use automated data collection systems like machine monitoring software or manufacturing execution systems (MES) to capture accurate, real-time data on equipment status and downtime.
Categorize and analyze causes of downtime to identify improvement opportunities. Common causes include:
Leverage technologies like IoT sensors, cloud analytics, and digital twins to gain deeper insights into equipment performance and predict potential failures.
Planned production time is the total amount of time scheduled for production activities, excluding planned downtime. It represents the time during which equipment or production lines are expected to be operational and producing goods. It can be rather tricky to agree on the exact meaning.
The basic formula for planned production time is:
Planned Production Time = Total Time – Planned Downtime
Where:
This is the full duration of the period being analyzed, such as:
This includes all scheduled non-productive time, such as:
In batch production, several factors affect planned production time:
Let’s consider a single 8-hour shift in a batch manufacturing facility:
Planned Production Time = 8 hours – (0.5 + 0.75 + 0.25) hours
= 8 hours – 1.5 hours
= 6.5 hours
In this example, the planned production time for the shift is 6.5 hours.