I started the last post by saying that Goldratt and Cox analogized the concept of a chain to organizations and explained that failing to identify and strengthen the organization’s weakest link, or system constraint, will not strengthen the global system.
While Goldratt and Cox used a chain analogy to define
what a constraint is, I use a different approach when explaining TOC to people
who aren’t familiar with what it is. As I present this different approach,
remember that the Theory of Constraints is a methodology for identifying the most
important limiting factor (i.e. constraint) that stands in the way of achieving
your goals and then systematically improving that constraint until it is no
longer the limiting factor. So, let’s look at a different way of describing
TOC.
The figure below is a simple piping system used to
transport water. Water enters into Section A of this piping system, then flows
into Section B and continues downward through all of the pipes until it
collects in the receptacle at the base of the system. In this piping system,
water flows via gravity, meaning that if you wanted more water, you could not
increase the pressure to get more.
In every system, there is a point that limits throughput and this piping
system is no different. Think for a minute what you would have to do to achieve
an increase in the flow of water through this system? Because Section E’s
diameter is the smallest, does it make sense to you that if you wanted to
increase the flow of water through this system, the only way you could achieve
this would be to increase the diameter of this limiting point? In other words,
Section E is limiting the flow of water (i.e. throughput) through this piping
system and because of this, it is designated as the system constraint (aka the
bottleneck). Now ask yourself what would determine how much larger Section E’s
diameter must be? The answer to this basic question is that it depends upon how
much more water is needed. In other words, it’s dependent upon the new demand
requirement.
In the figure below, we have now opened-up Section E’s diameter and as
you can see, more water is now flowing through the system. When Section E’s
diameter was increased, three distinct changes took place. First, the system
constraint moved from Section E to Section B because it is now the smallest
diameter pipe. Second, the throughput of water increased to the limit of the
new constraint (Section B), and finally, water has now begun to accumulate in
front of Section B.
Ask yourself, “Would increasing the diameter of any other section have resulted
in any more throughput of water?” The answer is a resounding no! Only
increasing the diameter of Section E would have resulted in more water flowing
through this system. The inevitable conclusion is that the system constraint
controls the system throughput and focusing improvement efforts anywhere else
is typically wasted effort.
In my next post we will demonstrate how this might apply to a simple manufacturing process.
Bob Sproull