input map

How to Complete the Input Map

This Article is the second in a four part series to show you “How to Complete a Six Sigma Root Cause Analysis.” The series covers four tools:

The Core equation in Six Sigma is Y=f(X1, X2, X3, Xn). In order to understand our “Y” or Output, we must first define our “X’s” or Inputs. The Input Map (or Variables Map) is a tool used to define those Inputs.  

Step #1: Enter the Process Steps. These steps should become the “P” (Process) in your SIPOC.

  • There should be no more than 12 steps
  • If there are more than 12 steps, you should review your project scope because it may too large
input map

Step #2: List the Process Measurable Outputs.

  • These are the Measurable Outputs from the Process Step
  • The Outputs are related with the Steps not the Inputs. In other words, I can have 20 inputs in the “Input” column with 3 outputs in the “Output” column
input map
 

Step #3: Enter the Process Inputs.

  • As a general rule, the Input should be no more than a 3 word Noun (not an Adverb or Adjective)
  • Go to Gemba, Walk the Process and take notes of all Inputs to the Process. Don’t determine that an Input is insignificant and not write in on the Input Map. We will use a tool called the C&E Matrix to sift out the Unimportant “Inputs.”
input map
 

   

  Step #4: List the “Type” of Variable as “U” (Uncontrollable) or “C” (Controllable).

  • Controllable (C): Inputs that you can adjust while the process is in action
  • Example: While in the process of mowing a lawn, you can adjust the height of the mower or the speed at which you push the mower
  • Uncontrollable (U): These are Inputs that you either can’t control or are unwilling to control (because of cost, company politics, etc.)
  • While mowing a lawn, you cannot control the weather as it can change from sunny to raining.
input map
Once the Input Map is completed and the X’s or Inputs in the Process have been identified, then you can move to the next step. The next step in the Six Sigma Root Cause Analysis is the C&E Matrix where we will Prioritize the Inputs by their Effect on the Outputs. Below is an Example of a Input (or Variables) Map with the first two steps completed:
input map
Spac
 

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