Understanding Lead Time Flashcards
What is the best way of answering the question of when will something be done?
The best way to answer is to use Lead times
Is lead time a single value?
No lead time comes from a probability distribution.
It is a random number defined by a probability distribution function
Why is lead time a probability distribution?
In a Kanban system, the duration from commitment to delivery is unpredictable and can vary.
What can be visualised from a probability distribution?
Different distributions create curves that offer insight into the various work types and associated risks.
Understanding the lead time curve helps with?
This helps us make smart risk-management and planning choices that lead to the best possible economic results, even with the uncertainty we face.
How are lead time distribution functions used
They apply to practical challenges like predicting and controlling delay cost risks.
Why is understanding lead time necessary?
Understanding lead time is essential because it aids in progressing to higher Kanban maturity.
What is lead time?
- Begins at the agreed commitment point. (Team starts work)
- Ends when an item is ready for delivery. (Team Stops work)
- The period of time that commitment must precede delivery
What problem can occur with lead time commitment points
The commitment point is frequently unclear (ambiguous).
What happens when the lead time commitment point is unclear (ambiguous)?
We measure lead time when the delivery team pulls the item into WIP.
What are the different types of lead times
- Customer lead time
- System lead time
What is customer Lead time?
The customer lead time is counted from the moment a customer makes a request to the point where that request is fulfilled and delivered to them.
What is system Lead time?
System Lead time is the duration from when the delivery team chooses a customer request to work on to when it is delivered.
What does synchronous commitment mean?
Customer lead time equals system lead time
What happens when the Customer lead time is not equal to the system lead time
Customer lead time suffers from a longer, fatter tail
What is used to visualise lead times?
histogram
How is a lead time Histogram constructed
- The x-axis shows discrete lead times in days for each completed customer request in ascending order.
- The y-axis shows the frequency of lead times recorded on the x-axis, indicating the number of items processed through the kanban system within a specified time frame.
How can lead time distributions be described?
- Fat Tailed
- Thin tailed
What are the attributes of a fat-tailed distribution
A long, visible tail stretches out to the right along the X-axis.
Fat-tailed is undesirable and risky and makes planning difficult.
What are the attributes of a thin-tailed distribution
There isn’t a long, visible tail running off to the right along the x-axis
Why is knowing what type of distribution helpful?
Knowing which one you have in your Kanban system makes a vital difference in the following:
- Planning.
- Risk management.
- Understanding the likelihood of achieving customer satisfaction.
- Being viewed as a trustworthy service provider.
What probability density functions are used with lead time distributions?
Weibull functions
How do you know if you are viewing a Thin or Fat-tailed distribution?
see pic
What are the key points on a distribution curve
- Mode
- Mean
- Median
- Tail (98th percentile)
- 85th percentile ( 6 out of 7 Items).
What is the Mode in a lead time distribution curve?
The mode is the top of the hill, the most commonly occurring lead time in the data set
What is the Median in a lead time distribution curve?
- The median is the 50th percentile.
- half the lead times are before this value, and half are after that value.
What is the mean in a lead time distribution curve?
- The mean is the arithmetic average:
Sum up the value of all the data points and divide by the number of points.
What affects the mean?
The mean typically diverges from both the mode and the median as the tail extends further to the right due to the influence of outliers.
A fat tail influences the mean far more than it influences the median and is unlikely to affect the mode at all.
Why is it important to understand how the mean is affected by outliers
Planning is affected because simple forecasting equations, such as Little’s Law and regression to the mean, require using the mean.