Process Improvement and Six Sigma 2
deviations from the target. A k-sigma quality level satisfies the equation: k × process
standard deviation = tolerance range/2
• To learn that a defect, or nonconformance, is any mistake or error that is passed on to
the customer. A unit of work is the output of a process or an individual process step. A
common measure of output quality is defects per unit (DPU), computed as Number of
defects discovered/Number of units produced, and in Six Sigma metrics, defects per
million opportunities (dpmo) = DPU 1,000,000/opportunities for error. A six-sigma
quality level corresponds to at most 3.4 dpmo which is equivalent to a process variation
equal to half of the design tolerance, while allowing the mean to shift as much as 1.5
standard deviations from the target. The sigma level can easily be calculated on a
spreadsheet using the Excel formula = (1 – NORM.DIST(sigma level, 1.5, 1, TRUE))*
1000000 The sigma level can be calculated on a spreadsheet using the Excel formula
=NORM.S.INV(1 – dpmo/1,000,000) + 1.5.
• To learn about and practice problem solving — correcting deviations between what is
happening and what should be happening. Quality related problems often fall into five
categories: conformance problems, unstructured performance problems, efficiency
problems, product design problems, and process design problems.
• To appreciate that a structured problem solving process provides employees and teams
with a common language and a set of tools to communicate with each other.
• To develop understanding of the Six Sigma DMAIC process stages of: 1) Define – the
process of drilling down to a more specific problem statement is sometimes called
project scoping; 2) Measure – collecting good data, observation, and careful listening; 3)
Analyze – focuses on why defects, errors, or excessive variation occur, and focuses on the
root cause; 4) Improve – focuses on idea generation, evaluation, and selection; 5)
Control – focuses on how to maintain the improvements.
• To explore the use of Pareto distributions which are histograms of the data from the
largest frequency to the smallest. Pareto diagrams help analysts to progressively focus in
on the most appropriate problems.
• To understand a type of high-level process map called a SIPOC diagram. SIPOC stands
for Suppliers-Inputs-Process-Outputs-Customers. SIPOC maps provide a broad overview
of the key elements in the process and help to explain who is the process owner, how
inputs are acquired, who the process serves, and how it adds value.
• To understand the benefits of a project charter, which defines the project, its objectives,
and deliverables, and represents a contract between the project team and the sponsor. A
project charter will typically define the problem in a simple fashion, the project objective,
the project team and sponsor, the customers and CTQs on which the project focuses,
existing measures and performance benchmarks, expected benefits and financial
justification, a project timeline, and the resources needed to carry out the project
• To appreciate that projects are the vehicles that are used to organize team efforts and to
implement the DMAIC process. Being able to manage a large portfolio of projects, as
would be found in Six Sigma environments, is vital to organizational success.
• To know that project teams are a vital part of Six Sigma efforts and are comprised of
champions, master black belts, black belts, green belts, other team members, who each
provide different levels of knowledge and expertise in solving problems.