DESIGN
OF EXPERIMENT USING TAGUCHI
METHOD
'Design of
Experiment (DOE) is a method
of simultaneously investigating
the effects of multiple variables
on an output variable or response'.
It is a key tool in the Six
Sigma methodology because it
effectively explores the cause
and effect relationship between
numerous process variables and
the output.
Worldwide there are
3 approaches followed for Design
of Experiments.
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First approach was conceived
and developed by Sir
Ronald A. Fisher
in the 1920s and 1930s
to arrive at the best
combination of inputs
in agriculture [meaning
soil, water, sunshine
etc]. |
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The other approach is
of Design of Experiments
using Shainin Method.
This method was developed
by Dorian Shainin,
and is similarly used in
solving real life complicated
quality issues. |
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The third and the most
popular approach for Design
of Experiment today is using
the Taguchi Method.
Taguchi methods, developed
by Dr. Genichi Taguchi,
refer to techniques of quality
engineering that embody
both statistical process
control (SPC) and new quality
related management techniques.
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Six
Sigma Alchemy (P) Ltd (SSA) is
extensively involved in Consultation
and Training for Design of Experiments
using both the 'Traditional Design
of Experiment' method and the
popular 'Taguchi Method'.
For Consultation & Training
using Traditional DOE click
here
SSA has a tie
up with Nutek Inc, USA, for
Consulting and Training on the
Design of Experiment using 'Taguchi
Method'.
The 'Taguchi Method for Design
of Experiments' was developed
by Taguchi in isolation from
the school of R. A. Fisher;
only coming into direct contact
in 1954. His framework for design
of experiments added enormous
value to the Traditional Design
of Experiments, as he made a
number of innovations to the
same.
The entire concept of
Taguchi Method can be described
in two basic ideas:
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"Quality should be
measured by the deviation
from a specified target
value, rather than by
conformance to preset
tolerance limits |
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Quality cannot be ensured
through inspection and rework,
but must be built in through
the appropriate design of
the process and product" |
Taguchi sought to understand
the influence that parameters
had on variation, not just on
the mean. He contested that
conventional sampling is inadequate
for analytic studies as there
is no way of obtaining a random
sample of future conditions.
In conventional design of experiments,
variation between experimental
replications is something that
the experimenter would like
to eliminate whereas, in Taguchi's
thinking, it is a central object
of investigation. 'Taguchi's
innovation was to replicate
each experiment by means of
an outer array, itself an orthogonal
array that seeks deliberately
to emulate the sources of variation
that a product would encounter
in reality.
'Taguchi introduced many methods
for analysing experimental results
including novel applications
of the analysis of variance
and minute analysis. He has
made seminal and valuable methodological
innovations in statistics and
engineering, within the Shewhart-Deming
tradition.' His emphasis on
'loss to society'; techniques
for investigating variation
in experiments and his overall
strategy of system, parameter
and tolerance design have massively
contributed to improving manufactured
quality worldwide.
Following are some comments
that describe the 'Design of
Experiments using Taguchi Method'
"Traditionally, engineers
tend to change only one variable
of an experiment at a time.
The strength of the Taguchi
technique is that the engineer
can change many variables at
the same time and still retain
control of the experiment."
-
Steven Ashley (Mechanical Engineering,
July 1992)
"Taguchi's . . . method
separates factors into three
categories: control factors,
which are important in reducing
variation; adjustment factors,
which are used to set output
at a desired target; and cost-adjustment
factors, which, though unimportant
for determining variation of
output levels, are useful for
improving a product's cost effectiveness."
-
Steven Ashley (Mechanical Engineering,
July 1992)
"This approach leads to
an economy of experimentation
that speeds the entire process."
-
Madhav Phadke (Mechanical Engineering,
July 1992
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