chapter 2 - inflibnetshodhganga.inflibnet.ac.in/bitstream/10603/35278/10/10_chapter2.pdf ·...
TRANSCRIPT
29
1
Chapter: 2 SIX SIGMA METHODOLOGY IN INDIAN INDUSTRIES –
OPPORTUNITIES AND CHALLENGES
2.1 Introduction and methodology
Six Sigma is a systematic methodology aimed at operational excellence through
continuous process improvements (Pande et al., 2003). It is a process-focused and data
driven methodology aimed at near elimination of defects in all processes which are critical
to customers (Montgomery and Woodall, 2008). Six Sigma allows for more careful
analysis and more effective decision-making aiming for the optimal solution rather than
what is simply ‘good enough’. This methodology has been successfully implemented
worldwide for over 25 years, producing significant improvements to the profitability of
many large and small organisations (Brady and Allen, 2006). It has been considered as a
strategic approach to improve business profitability and to achieve operational excellence
through effective application of both statistical and non-statistical tools/techniques (Hoerl,
2004).
The application of Six Sigma methodology is growing almost every day (Halliday,
2001). Moving from the manufacturing industry to service, transactional, administrative,
research and development, sales and marketing, healthcare, construction projects and
software-development industries with the aim of continuously improving the processes and
The results included in this chapter are discussed in Gijo (2011), Gijo (2012), Gijo and Antony (2013), Gijo et al (2013), Gijo and Sarkar (2013), Gijo and Scaria (2010; 2013b) and Gijo et al (2011).
Chapter: 2
30
thereby improving the customer satisfaction (Banuelas et al, 2005; Stewart and Spencer,
2006; Mahanti and Antony, 2009; Firka, 2010; Kaushik et al, 2012).
A four stage approach is used for this study, namely problem definition, literature
survey, case study design and the data analysis. A detailed literature review was
undertaken in Six Sigma with an objective of identifying the type of improvements carried
out by different people in various organizations to address process related problems. The
researcher worked with the companies to provide support for the project in Six Sigma
techniques, whilst recording data about the exercise from which to develop a case study. A
case study entails the detailed and intensive analysis of a single case - a single
organisation, a single location or a single event (Bryman and Bell, 2006). Yin (2003)
describes a case study as an empirical inquiry that investigates a contemporary
phenomenon within its real-life context. According to Lee (1999), the unit of analysis in a
case study is the phenomenon under study and deciding this unit appropriately is central to
a research study. In this chapter, few case studies are designed to study the underlying
process problems so that solutions can be implemented for process improvement. The
extent to which generality can be claimed from few case studies are limited, but by
documenting case experiences in the light of existing literature, each case adds to the sum
of knowledge available for future practitioners and researchers (Cooper and Schindler,
2006).
Based on the available data on the process, studies were conducted to understand
the baseline status of the processes and drafted a project charter for each case study, which
explain the details of the problems. The collected data were analysed using descriptive and
inferential statistics. The work described in this chapter was conducted in various
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
31
organizations in India, from manufacturing to health care and even organizations like non-
conventional energy. The purpose of this study is to demonstrate the power of application
of Six Sigma methodology in industrial scenario and identify the general drawbacks of this
methodology during implementation.
The rest of this chapter is arranged as follows. In section 2.2, a study on application
of Six Sigma in reducing the defects of a grinding process is discussed. Section 2.3
discusses the integration of Taguchi’s Beta correction technique with Six Sigma
methodology. The summary of the applications of Six Sigma methodology in a
manufacturing company, a super-specialty hospital and a wind mill company along with
conclusions are presented in section 2.4. The shortcomings in implementation of Six Sigma
methodology is discussed in section 2.5. The chapter ends with discussions in section 2.6.
2.2 Application of Six Sigma methodology to reduce defects of a grinding process
The present study deals with the reduction of defects of a fine grinding process in
an automobile part manufacturing company in India. The company with manpower of
approximately 2550 people is manufacturing common rail direct injection (CRDI) system
pumps for vehicles. These pumps were used in cars, trucks and buses throughout the
world. An injector primarily consists of nozzle and nozzle holder body. A schematic view
of fuel injector is given in Figure 2.1. The components used in fuel injector and their
functions are as follows. Distance piece aligns the high-pressure fuel lines of nozzle holder
body and nozzle. It’s both the sides are fine ground precisely to ensure sealing of the high-
pressure fuel coming from holder body to nozzle. Cap nut retains the nozzle and distance
piece with the holder body with sufficient torque to ensure sealing. Spring and pressure
Chapter: 2
32
bolt ensures the functioning of injector with set opening pressure and timely delivery of
fuel.
The current project was undertaken in the distance piece fine grinding process,
which is done by fine grinding machine. Different types of distance pieces were fine
ground in this machine. This is a sophisticated and very expensive CNC fine grinding
machine. It finishes both faces of distance pieces in batches precisely with sub-micron
flatness values.
After fine grinding, the distance pieces were inspected visually to find various
defects. Since the production of distance pieces were in thousands per shift, it was not
practically possible to do 100% inspection of these components by objective methods.
Hence visual inspection was carried out for all the components with reference to
masterpieces and visual limit samples. Since rejection level of distance pieces after fine
grinding process was very high and the function of the component in the product was
highly critical, it was essential to do 100% inspection. Under these circumstances, the
project was of highest priority to the management as it was clear that an effective solution
to this problem would have a significant impact in reducing rework/ rejection and
improving productivity. In the past, many attempts were made to solve this problem by
using different methodologies, which were unsuccessful. Six Sigma problem solving
methodology (DMAIC) was recommended when the cause of the problem is unclear
(Breyfogle, 2003). Hence it was decided to address this problem through the Six Sigma
DMAIC methodology.
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
33
Distance piece
Figure 2.1: Schematic view of fuel injector
2.2.1 The define phase
A team was formed by involving the people associated with the process to execute
this study. The team along with champion and MBB developed a project charter (Table
2.1) with all necessary details of the project.
It was decided to consider rejection percentage of distance pieces after fine grinding
process as the Critical to Quality (CTQ) characteristic for this project. The goal statement
was defined as reduction in rejection of distance pieces by 50% from the existing level,
Nozzle holder body
Spring
Distance piece
Nozzle
Cap nut
Chapter: 2
34
which should result in large cost saving for the company in terms of reduction in rework
and scrap cost.
Table 2.1: Project charter - grinding process improvement
Project Title: Reducing rejection in distance pieces after fine grinding process
Background and reasons for selecting the project:
The rejection of distance pieces in the fine grinding process was as high as 16.2%.
Approximately 4200 components are machined during every shift. The cost of
components rejected due to defects was approximately $US1.6 million per annum. In
addition to this, there was loss associated with tool, machine and man-hour related to
rejection of components.
Aim of the project:
To reduce the rejection of distance pieces by 50% from the existing level.
Critical to Quality characteristic:
Rejection percentage of distance pieces after fine grinding process.
Project Scope Fine grinding process
Project Champion: Head - Manufacturing
Project Leader: Senior Manager - Manufacturing
Team Members: Planning Manager, Maintenance Manager,
Quality Control Senior Engineer,
Machine Operator.
Expected Financial
Benefits:
A saving of approximately $US one million in terms of
reduction in rejection and tool cost.
Expected Intangible
Benefits:
Reduction in rejection will lead to increased output to
meet the market demand and thereby increase in turnover
and reduction in operational expenses.
Expected customer benefits: Improving on time delivery.
Schedule: Define: 2 Weeks, Measure: 2 weeks
Analyze: 3 weeks, Improve: 4 weeks
Control: 4 weeks.
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
35
Since there was a cross-functional team for executing this project, the team felt that
it was necessary to perform a SIPOC analysis to have a better understanding of the process.
The team focused on the fine grinding process for improvement, which is defined as the
scope of the project. The process mapping along with SIPOC is presented in Table 2.2.
Table 2.2: SIPOC for fine grinding process
Supplier Input Process Output Customer
Vendor Pre-finished
parts
Fine
Grinding
Process
Finished parts Assembly shop
Sand blasting
process
Shot blasted
parts
Planning
Department
Setting
parameters
Production
reports
Manufacturing
Department
Planning
Department
Dressing method
Planning
Department
CNC program Quality reports Quality
Department
Planning
Department
Visual limit
sample
Planning
Department
Tooling
Process Steps
Visual Inspection
Cleaning & Arranging
Sand Blasting
Fine Grinding
Pre-Grinding
Chapter: 2
36
2.2.2 The measure phase
The CTQ considered in this case was the rejection percentage of distance pieces
after the fine grinding process. These rejections were mainly due to the occurrence of
different types of defects like burr, shades, deep lines, patches and damage on the
component after machining. The schematic representation of these defects is presented in
Figure 2.2. These defects create an uneven surface in the component that could lead to fuel
leakages in pumps. After machining, the components were visually inspected for these
defects. Master samples were provided for identifying each of these defects and inspectors
did the inspection. Since there was no instrument involved in the inspection process and
only visual inspection was performed, before going ahead with further data collection, the
team decided to carryout Attribute Gauge Repeatability and Reproducibility (Gauge R &
R) study to validate the measurement system. In such studies, intra-inspector agreement
measures repeatability (within inspector), inter inspector agreement measures the
combination of repeatability and reproducibility (between inspectors). The non-chance
agreement between the two inspectors, denoted by Kappa, defines as
agreementschanceofNumbernsobservatioofnumberTotalagreementschanceofNumberagreementsobservedofNumber
−−
=κ
For conducting the study, 100 components were selected and they were classified as
good or bad independently by two inspectors. From the resulting data, the Kappa value
was calculated and was found to be 0.814 with a standard error of 0.0839. Since the Kappa
value was more than 0.6, the measurement system was acceptable (Landis and Koch,
1977).
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
37
Deep lines
PatchesBurr
Damage
Shade
Figure 2.2: Schematic representation of defects
After the measurement system study, a data collection plan was prepared with
details of type of data, stratification factors, sampling frequency, method of measurement
etc. for the data to be collected during the measure phase of this study. The data collection
plan thus prepared is presented in Table 2.3. Data were collected as per the plan to
understand the baseline status of the process. During the defined period of data collection,
368219 components were inspected and 61198 components were rejected due to various
defects. Each one of the rejected components was having one or more defects. Detailed
data on the type of defects were collected and the same was graphically presented as a
pareto diagram (Figure 2.3). The collected data shows that the rejection in the process was
166200 PPM (parts per million). The corresponding sigma rating of the process can be
approximated to 2.47.
Chapter: 2
38
Table 2.3: Data collection plan - distance piece rejection
Characteristic Data type How
measured
Sampling
notes
Related
conditions
Rejection
percentage of
distance pieces after
fine grinding
process
Attribute Visual
checking by
comparing with
visual limit
samples
100% of units
in all the three
shifts for one
month
Shift wise and
defect type
wise
Cou
nt
Perc
ent
DefectCount
0.2Cum % 42.3 75.5 99.8 100.0
76539 60267 43995 318Percent 42.3 33.3 24.3
OthersPatchesDeep linesShades
200000
150000
100000
50000
0
100
80
60
40
20
0
Figure 2.3: Pareto diagram for visual defects
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
39
For any improvement initiative in this organization, the general goal set by the
management was to reduce the rejection by 50 percent from the existing level. Based on
this policy, the target set for the study was to reduce the rejections at the fine grinding
process to 83100 PPM from the existing level of 166200 PPM.
2.2.3 The analyze phase
After mapping the process, the team proceeded to analyze the potential causes of
defects. A cause and effect diagram was prepared after conducting a brain storming session
with all the concerned people from the process along with the project team, Champion and
MBB. The output of the cause and effect diagram depends to a large extend on the quality
and creativity of the brain storming session (Ishikawa and Lu, 1985). Figure 2.4 represents
the cause and effect analysis prepared during the brain storming session.
HighRejection inGrindingProcess
Measurements
Method
Material
Machine
Man
Repair batches mix up
Improper cleaning afterdressing
Wheel straightness not OK
Program parameters not Optimum
Material removal rate not OK
Supplier to suppliervariation
Presence of sandblasting dust
Product family to familyvariation
Variation in size ofinput parts
Loading/unloading system not OK
Improper setting
Inspector to inspectorvariation
Figure 2.4: Cause and effect diagram for rejection in grinding process
Chapter: 2
40
The next step in this phase was to gather data from the process in order to obtain a
better picture of the potential causes, so that the root cause/s can be identified. The team
had detailed discussion with the process personnel to identify the possible data that can be
collected on the potential causes in the cause and effect diagram. After getting the detailed
picture of availability of data on causes, the team discussed with the MBB to identify the
type of analysis possible on these causes. Based on this discussion, a cause validation plan
was prepared to detail the type of data to be collected and the type of analysis possible for
each of these causes. The potential causes like ‘variation in input parts’, ‘supplier material
variation’, ‘program parameters not OK’ etc. can be validated by statistical analysis on the
data collected from the process. But potential causes like ‘improper cleaning after
dressing’, repair batches mix up’ etc have to be validated only by process observation,
popularly known as GEMBA investigation. In GEMBA method of cause validation, one
need to visit the workplace and observe the practices followed and compared with the
specification and/or desired method (Womack, 2011). Based on the observations during
the period of GEMBA study, a decision can be made about the presence or absence of a
cause. Hence for few causes, detailed data were collected and statistical analyses were
planned and for the remaining causes, GEMBA was planned to validate the causes. Table
2.4 summarizes the potential causes and the type of analysis planned for each cause.
Since three suppliers provide the raw material, it was suspected that there was
possibility of supplier-to-supplier variation with respect to the thickness of input raw
material. To study this variation, data on thickness of components from all the three
suppliers were collected and ANOVA was performed in the data and p-value was
observed. In this case, the p-value was found to be 0.407, ruling out the possibility of
significant difference between the suppliers. Further to validate the potential cause of
variation in size of input parts, a batch of 57 distance pieces was selected and thickness
measured. The data were subjected to Anderson Darling Normality test, and found to
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
41
follow normal distribution (Montgomery and Runger, 2007). Process capability study was
carried out on this data and found to be capable, confirming that the thickness variation in
input part was not a root cause.
Table 2.4: Cause validation plan for high rejection in grinding process
Sl. No Cause Plan for validation
1 Improper cleaning after dressing GEMBA
2 Repair batches mix up GEMBA
3 Variation in size of input parts Process capability analysis
4 Product family to family variation Chi-square test
5 Presence of sand blasting dust GEMBA
6 Supplier to supplier variation ANOVA
7 Material removal rate not OK ANOVA
8 Process parameters not optimum Design of Experiments (DOE)
9 Improper setting DOE
10 Loading/unloading system not OK GEMBA
11 Wheel straightness not OK GEMBA
12 Inspector to inspector variation Gauge R & R
Since different families of products were produced, data were collected for material
removal rate as well as defects with respect to various families of components to test their
significance. Data on material removal rate (MRR) was collected on three types of
components to study the effect of type of component on MRR. Based on the quantity of
material removed from the component during machining, the MRR value was calculated
Chapter: 2
42
by an inbuilt software program in the machine. These MRR data were recorded in
millimeter/minute. ANOVA was performed on this data and p-value was found to be
0.085, not showing significance at 5% level. To test whether product family-to-family
variation affects the defects, a chi-square test was carried out between defect type and
family of components. For each of the defect types, viz, patches, shades and deep lines,
separate chi-square test was done with three different families of components. The details
of chi-square test are given in Table 2.5. From Table 2.5, it was clear that except for
shades, family-to-family variation does not affect visual defects. The machining program
and machine parameters for each family and type was different. The team thought, it was
better to have a uniform machining program and parameters for all the family of
components so that the process can be better managed. Hence for validating the process
parameters and identifying the optimum operating conditions, the team decided to conduct
a design of experiment (DOE) during the improve phase.
Table 2.5: Test statistic values for Chi-square test
Defect type Chi-Square statistic Degrees of freedom p-value
Patches 2.509 2 0.285
Deep lines 2.398 2 0.301
Shades 452.256 2 0.000
The other causes listed in the cause and effect diagram were validated by GEMBA
analysis. Some of such details are presented in Table 2.6. The detail of validation of all
causes in the cause and effect diagram was summarized in a tabular format and is given in
Table 2.7.
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
43
Table 2.6: GEMBA observations - grinding process
Sl. No. Cause Observation / Conclusion
1 Improper cleaning after
dressing It was observed that cleaning done after dressing.
Not a root cause
2 Repair batches mix up Repair batches were found mixed with other
batches during the random visit to the process.
Root cause.
3 Presence of sand blasting
dust Traces of shot blasting dust found in the input
batch during inspection. Root cause
4 Loading/unloading system
not OK Loading table wear out observed at the edges.
Root cause.
5 Wheel straightness not OK Wheel straightness found OK. Checking frequency
followed as per procedure. Not a root cause.
Table 2.7: Summary of validation of causes for high rejection in grinding process
Sl. No Cause Tools used for validation Results
1 Improper cleaning after dressing GEMBA Not a root cause
2 Repair batches mix up GEMBA Root cause
3 Variation in size of input parts Process capability analysis Not a root cause
4 Product family to family
variation Chi-square test Root cause
5 Presence of sand blasting dust GEMBA Root cause
6 Supplier to supplier variation ANOVA Not a root cause
7 Material removal rate not OK ANOVA Root cause
8 Process parameters not optimum DOE Root cause
9 Improper setting DOE Root cause
10 Loading/unloading system not
OK GEMBA Root cause
11 Wheel straightness not OK GEMBA Not a root cause
12 Inspector to inspector variation Gauge R & R Not a root cause
Chapter: 2
44
2.2.4 The improve phase
At this stage, as decided earlier, a DOE was planned for optimizing the process/
machine parameters. The parameters (factors) selected for experimentation were load
applied, initial load setting, coolant flow rate, upper wheel rpm, lower wheel rpm and cage
rpm. Since the relationship between these parameters and material removal rate was not
known, it was decided to experiment all these parameters at three levels (Taguchi, 1988).
The existing operating level was selected as one level for experimentation. Based on
various operational feasibilities the other two levels were selected. The parameters and
levels selected for experimentation are presented in Table 2.8. Also, during the discussion
with the technical personnel, it was felt that there is a possibility of interaction between
load applied with upper wheel rpm, load applied with lower wheel rpm and load applied
with cage rpm. Hence it was decided to estimate the effect of these three interactions also.
Six factors, each at three levels and three interactions with replications require a huge
number of components for conducting a full factorial experiment, which would be costly
and time consuming exercise. It was possible to estimate the effect of these selected
parameters and interactions using the 27 experiments with the help of Orthogonal Array
(OA). Hence for conducting an experiment with six parameters and three interactions,
L27(313) orthogonal array was selected. Experiments using orthogonal arrays play a crucial
role in achieving additivity of the model effects (Phadke, 1989). The design layout
prepared as per L27(313) orthogonal array is given in Table 2.9. The response of the
experiment was decided as MRR.
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
45
Table 2.8: Process parameters and their levels - grinding process
Sl. No. Factor Levels 1 Load applied 170 200* 230 2 Initial load setting Minimum Medium Maximum* 3 Coolant flow rate 8 LPM 12 LPM 16 LPM* 4 Upper wheel RPM 70* 90 110 5 Lower wheel RPM 50* 60 70 6 Cage RPM 20* 30 40
* Existing levels
Table 2.9: Design layout for experimentation - grinding process
Exp. No. Load Setting Coolant UW RPM LW RPM C RPM 1 170 Min. 8LPM 70 50 20 2 170 Min. 8LPM 90 60 30 3 170 Min. 8LPM 110 70 40 4 170 Med. 12LPM 70 60 40 5 170 Med. 12LPM 90 70 20 6 170 Med. 12LPM 110 50 30 7 170 Max. 16LPM 70 70 30 8 170 Max. 16LPM 90 50 40 9 170 Max. 16LPM 110 60 20 10 200 Med. 16LPM 70 50 20 11 200 Med. 16LPM 90 60 30 12 200 Med. 16LPM 110 70 40 13 200 Max. 8LPM 70 60 40 14 200 Max. 8LPM 90 70 20 15 200 Max. 8LPM 110 50 30 16 200 Min. 12LPM 70 70 30 17 200 Min. 12LPM 90 50 40 18 200 Min. 12LPM 110 60 20 19 230 Max. 12LPM 70 50 20 20 230 Max. 12LPM 90 60 30 21 230 Max. 12LPM 110 70 40 22 230 Min. 16LPM 70 60 40 23 230 Min. 16LPM 90 70 20 24 230 Min. 16LPM 110 50 30 25 230 Med. 8LPM 70 70 30 26 230 Med. 8LPM 90 50 40 27 230 Med. 8LPM 110 60 20
Chapter: 2
46
As per the design layout given in Table 2.9, the experiments were conducted after
randomizing the sequence of experiments, and data were collected. The experimental data
were analyzed by Taguchi’s Signal-to-Noise (S/N) ratio method. The S/N ratio can be
treated as a response (output) of the experiment, which is a measure of variation when
uncontrolled noise factors are present in the system. Since the requirement of this process
was to remove material in a uniform rate from distance pieces to achieve specified
dimension, the S/N ratio of nominal-the-best type was selected for analysis. The S/N ratio
values were estimated for all the 27 experiments and ANOVA was performed on these S/N
values to identify the significant parameters and interactions. From the ANOVA table
(Table 2.10), it was clear that the interaction effect between load applied and upper wheel
rpm was significant at 5 percent level. Also, factors setting and lower wheel rpm was
significant at 10 percent level. The main effect and interaction plots of S/N ratio values
were made and are presented in Figures 2.5 and 2.6 respectively. From these plots, the best
levels for parameters were identified as the level corresponding to highest value of S/N
ratio. Thus, the best levels for load applied and upper wheel rpm were selected from the
interaction plot and the best levels for the other parameters were selected from the main
effect plot. The optimum combination for process parameters thus identified is given in
Table 2.11.
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
47
Table 2.10: ANOVA table for S/N ratio – grinding process
Source DF Seq. SS Adj. SS Adj. MS F p - value Load 2 0.0031630 0.0031630 0.0015815 07.00 0.125
Setting 2 0.0073185 0.0073185 0.0036593 16.20 0.058**
Coolant 2 0.0020963 0.0020963 0.0010481 04.64 0.177
UW RPM 2 0.0005852 0.0005852 0.0002926 01.30 0.436
LW RPM 2 0.0050296 0.0050296 0.0025148 11.13 0.082**
C RPM 2 0.0018296 0.0018296 0.0009148 04.05 0.198
Load x UW RPM
4 0.0198815 0.0198815 0.0049704 22.00 0.044*
Load x LW RPM
4 0.0057037 0.0057037 0.0014259 06.31 0.141
Load x C RPM 4 0.0062370 0.0062370 0.0015593 06.90 0.131
Error 2 0.0004519 0.0004519 0.0002259
Total 26 0.0522963
*Significant at 5 percent level, **Significant at 10 percent level
Mea
n of
SN
rat
ios
230200170
7.8
7.6
7.4
7.2
7.0
Max.Med.Min. 16LPM12LPM8LPM
1109070
7.8
7.6
7.4
7.2
7.0
706050 403020
Load Setting Coolant
UW RPM LW RPM C RPM
Figure 2.5: Main effects plot (data means) for S/N ratios
Chapter: 2
48
Load
LW RPM
8.0
7.2
6.4
706050
C RPM
UW RPM
1109070 403020
8.0
7.2
6.4
8.0
7.2
6.4
230200170
8.0
7.2
6.4
Load
230
170200
UW
110
RPM7090
LW
70
RPM5060
C RPM
40
2030
Figure 2.6: Interaction plot (data means) for S/N ratios
Table 2.11: Optimum combination for process parameters for grinding process
Sl. No. Factor Optimum level
1 Load applied 170
2 Initial load setting Medium
3 Coolant flow rate 12
4 Upper wheel RPM 90
5 Lower wheel RPM 60
6 Cage RPM 30
These optimum levels in Table 2.11 were taken as solutions for the causes related to
process parameters. Finally, the list of selected solutions is presented in Table 2.12.
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
49
Table 2.12: Cause - solution matrix for the root causes of grinding process
Sl. No Cause Solution
1 Repair batches mix up New storage system for repair parts
introduced in the process
2 Product family to family
variation
Process parameters were optimized as per
result of DOE
3 Presence of sand blasting dust Cleaning method after sand blasting
introduced
4 Material removal rate not OK Reference table prepared for adjusting
load
5 Process parameters not OK Optimum factor level combination from
DOE
6 Improper setting Optimum factor level combination from
DOE
7 Loading/unloading system not
OK
Conditioning of grinding wheel-loading
table is done.
A risk analysis was carried out to identify any possible negative side effects of the
solutions during implementation. The team concluded from the risk analysis that there
were no significant negative impacts associated with any of the selected solutions. Hence,
an implementation plan was prepared for the above solutions with responsibility and target
date for completion for each solution. A time frame of two weeks was provided for
implementing these solutions. All the solutions were implemented as per the plan and
results were observed. A graphical presentation of the comparison of results before and
after the study is provided in Figure 2.7.
Chapter: 2
50
Days
Perc
enta
ge
343128252219161310741
20
15
10
5
0
Before After
Figure 2.7: Rejection percentages - before and after the project
2.2.5 The control phase
Standardization of the solutions was taken care by affecting necessary changes in
the process procedures that was a part of the quality management system of the
organization. The quality plans and control plans were revised as per the solutions
implemented and issued to the corresponding users. As a part of ISO 9001 implementation,
once in three months internal audits were carried out in the process. The CTQs of the
projects were added to the internal audit checklist so that verifications can be performed
during the audits. Implementing appropriate control chart can do future monitoring of the
process for assignable causes. Since there was possibility of different types of defects like,
shades, deep line, patches etc., can appear after grinding, a control chart need to be
introduced for monitoring the process. Since the defect related data were collected from the
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
51
process, the most appropriate control chart for this situation was the u chart (Grant and
Leavenworth, 2000). Hence, u chart was introduced for monitoring the process along with
a reaction plan. Every shift, data were collected on number of defects observed during
visual inspection and these values were plotted on the u chart by the quality control
inspector attached with this process. When any signal for assignable cause appears in the
control chart, the quality control inspector discusses this issue with the operator and
immediate action was initiated on the process. The reaction plan displayed near to the
machine gives direction for identifying the action required for addressing the assignable
cause. Also, training was provided for the people associated with the process about the
improved operational methods so that they are able to manage the process effectively.
After implementation, data were compiled from the fine grinding process with
respect to the defects for one month and the rejection percentage was found to be 1.19.
Hence, as a result of this project, the rejection percentage of the distance pieces at the fine
grinding process reduced from 16.6 percent to 1.19 percent. The corresponding
approximate sigma level was estimated at 3.76. Thus, the sigma level of the process has
improved from 2.47 to 3.76. This shows significant improvement in terms of sigma rating
as well as defect percentage.
2.2.6 Observations
This section presents the step-by-step application of the Six Sigma methodology for
reducing the rejection level of a fine grinding process. Several statistical tools and
techniques were effectively utilized to make inferences during the project. As a result of
the project, the rejection level of distance pieces after the fine grinding process has been
reduced substantially. Once the results were observed, with the help of the finance
Chapter: 2
52
department, a cost-benefit analysis for the study was performed. Due to improvement in
the process, cost associated with rejection, repair, scrap, re-inspection and tool came down
drastically. The annualized savings resulted from this project was estimated and found to
be about US$2.4 million. This is another highlight of the study. This has given an
encouragement for the management to implement Six Sigma methodology for all
improvement initiatives in the organization.
2.3 Integration of Taguchi’s Beta correction technique with Six Sigma- methodology
In today’s fast-paced global economy, markets demand that companies produce
their products more quickly with better quality and at the same time with lesser cost. In
order to meet these requirements, organizations adopt various methodologies for process
improvement. This section deals with the first pass yield improvement of a grinding
operation in a large manufacturing company in India. They were involved in
manufacturing of automobile parts, components and subassemblies for various original
equipment manufacturers (OEMs) in India and abroad. Because of the complexity of the
manufacturing process and accuracy requirements for the products, the organization is
equipped with high-precision machineries and highly competent work force of around
1850 personnel. This organization was having a system of performing value stream
mapping (VSM) for the entire process (i.e., from customer order to delivery of product to
customer) for identifying the bottleneck areas in the process. VSM not only handles a
specific process, but also provides an overall view of the entire system, seeking to optimise
it as a whole (Jiménez et al, 2012). This VSM helps the organization to highlight the
problem areas and bottleneck processes which restrict the process flow for meeting the
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
53
customer requirements (Braglia et al, 2006). During this analysis, it was identified that the
plunger machining process have very low first pass yield as the rejection and re-work was
very high in the process. Hence this was identified as a priority area for the organization to
focus their efforts for improving the process.
In this part of the chapter, the study of machining of ‘plunger’, which is a critical
component in fuel injectors used in diesel engines is discussed. The first pass yield of the
plunger manufacturing process was as low as 94 percent, leading to rejection of
approximately 1900 components per month. This was creating huge loss to the company in
terms of rejection/ rework / scrap and delay in product delivery to customer. The estimated
financial loss due to rejection and scrap alone was around US$ 95,000 per annum. In
addition to this, the dissatisfaction of customers due to violations in on-time delivery was
creating negative impact on the reputation of the company. Hence it was decided to
address this problem through Six Sigma DMAIC methodology. All the five phases of the
Six Sigma DMAIC methodology was successfully implemented in this study as explained
in the following sections.
2.3.1 Different phases of DMAIC
(i) The define phase
Similar to the previous case, during the define phase, a team was formed for
executing this study. The team prepared the project charter defining the details of the
project (See Table 2.13 for Project charter).
Chapter: 2
54
Table 2.13: Project charter - plunger manufacturing process improvement
Project Title: First pass yield improvement in the plunger manufacturing line.
Background and reasons for selecting the project:
This is a high volume production process utilizing costly equipments and tools. The
first pass yield of the process is as low as 94 percent resulted in scrapping of around
1900 components every month. The problem is very complex and there are too many
variables affecting the taper and foot face thickness. The estimated financial loss due to
rejection and scrap alone was around US$ 95,000 per annum.
Aim of the project:
To improve the first pass yield from 94 percent to 99 percent in plunger manufacturing
line.
Project Champion: Manager – Production
Project Leader: Assistant Manager – Production
Team Members: Engineer – Maintenance, Engineer – Product Planning
Supervisor – Production, Engineer – Quality Control
Operator – Shift I, Operator – Shift II, Operator – Shift
III
Expected Benefits: A saving of approximately US$ 100,000.
Expected customer
benefits:
Reduction of customer complaints related to field failure
and delay in delivery.
Schedule: Define: 2 Weeks, Measure: 3 weeks, Analyse: 4 weeks,
Improve: 4 weeks, Control: 8 weeks
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
55
A process flow chart along with a SIPOC mapping was prepared to understand the
details of the process (See Table 2.14 for details).
Table 2.14: SIPOC along with process map for foot face and finish size grinding
Supplier Input Process Output Customer
Vendor Pre-machined
parts
Foot face
grinding &
Finish size
grinding
Finished parts Stores
Planning
Department
CNC program Production and
Quality reports
Manufacturing
Department
Calibration
Department
Gauges
Planning
Department
Tooling
Process Steps
Past data for one year was collected to understand the type of defects leading
towards low first pass yield. During the one-year period under study, 23453 components
were rejected due to different problems. Out of the rejected components, 97.3 percent were
rejected due to problems at finish size grinding and foot face grinding processes. During
finish size grinding, the plunger taper was measured and during foot face grinding, the foot
thickness was measured (See Figure 2.8). Hence it was decided to consider the ‘plunger
taper’ and ‘foot thickness’ as the critical to quality (CTQ) characteristics. The specification
limits for these characteristics were 0.5 to 1.5 microns and 3.45 to 3.5 microns
Receive OD pre-grind
components
Foot face grinding
Finish size grinding
Inspection
Chapter: 2
56
respectively. Since the tolerance for these characteristics were very narrow, it was a big
challenge for the organization to maintain the manufactured components within these
tolerances.
Taper
Foot thickness
Figure 2.8: Schematic diagram of plunger
(ii) The measure phase
In this study, the CTQs considered were ‘plunger taper’ and ‘foot thickness’. Since
the tolerances for both the characteristics were very narrow, it was decided to conduct a
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
57
measurement system analysis to validate the measurement process related to these
characteristics. Two inspectors and 10 components were identified for conducting this
measurement system analysis study. These two inspectors measured the plunger taper and
foot thickness for all the 10 components twice. These data were analyzed and the total
gauge repeatability and reproducibility (GR&R) values were found to be 9.71 percent and
4.1 percent respectively for foot thickness and plunger taper. The output of one of the
GR&R study is presented in Table 2.15. Since percentage GR&R values were less than
10% for both the cases, it was concluded that the current measurement system was
adequate for further data collection (AIAG, 2002).
Table 2.15: Results of Gauge R & R study
Source Standard deviation % Study variation
Total Gauge R & R 0.0002509 9.71
Repeatability 0.0002108 8.16
Reproducibility 0.0001361 5.27
Part-to-part 0.0025717 99.53
Total variation 0.0025839 100.00
After the measurement system study, a data collection plan was prepared with all
details of the data required to be collected, including sample size, frequency of sampling
etc. As per the data collection plan, a sample of size 1500 components was collected from
the process across a period of one month. The taper and foot thickness were measured for
those 1500 components and data were recorded. The next step in the measure phase was to
evaluate the base line performance for the selected CTQs with the collected data. For this
purpose, the data were tested for normality by Anderson-darling normality test and the p-
values of both the data set were found to be less than 0.05 with A-D statistic values of
Chapter: 2
58
3.5103.4953.4803.4653.4503.4353.420
LSL USLProcess Data
Sample N 1500S tDev (O v erall) 0.0140109
LSL 3.45Target *U SL 3.5Sample Mean 3.47362
O v erall C apability
C pm *
Pp 0.59PP L 0.56
PP U 0.63Ppk 0.56
O bserv ed PerformanceP PM < LSL 20666.67P PM > USL 14666.67P PM Total 35333.33
Exp. O v erall P erformanceP PM < LSL 45927.60P PM > USL 29852.41P PM Total 75780.02
89.827 and 10.403 respectively for foot thickness and plunger taper respectively, indicating
that the data were from a process that was not normally distributed. Further, the data were
tested for all known distributions with the help of Minitab software, but failed to identify
any specific distribution for this data. The Box-Cox transformation also was tried for the
data but was unsuccessful in transforming the data to normality.
Process capability analysis was carried out for both the characteristics to get an
estimate of the baseline performance of the process in terms of these CTQs. The output of
the process capability analysis is presented in Figures 2.9 and 2.10. The ‘observed
performances’ from these analyses were as follows: The PPM total for foot thickness and
plunger taper were 35333 and 51333 respectively. The approximate sigma level
corresponding to these PPM values were 3.31 and 3.13 respectively. This provides a
baseline for both the CTQs.
Figure 2.9: Process capability for plunger foot thickness
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
59
3.63.02.41.81.20.60.0-0.6
LSL USLP rocess D ata
S ample N 1500S tD ev (O v erall) 0.359057
LS L 0.5T arge t *U SL 1.5
S ample M ean 1.04179
O v erall C apability
C pm *
P p 0.46P P L 0.50
P P U 0.43P pk 0.43
O bserv ed P erform anceP P M < LS L 18666.67P P M > U S L 32666.67P P M T otal 51333.33
E xp. O v erall P e rform anceP P M < LS L 65660.53P P M > U S L 100949.09P P M T otal 166609.62
Figure 2.10: Process capability for plunger taper (iii) The analyze phase
In the process of identifying root causes of the problem, the potential causes
generated through a brainstorming session were listed separately for both the CTQs. Those
identified potential causes were presented in the form of cause and effect diagrams, as
given in Figures 2.11 and 2.12.
plunger taperVariation in
M ethods
M aterial
M achine
M an
W rong input by operator
W rong taper correction
Unnecessary correction
M achine not taken the proper correction
T ailstock Not OkAlignment between headstock &
C entre hole not OK in plunger
B ent P lunger
P repart m aterial taper Not Ok
Dressing frequency not OKGauge R & R not OK
Dressing depth not OKDressing feed not OK
Dressing speed not OKGrinding Speed not OK
Grinding Feed not OKGrinding S tock not OK
Figure 2.11: Cause and effect diagram for variation in plunger taper
Chapter: 2
60
thicknessfootVariation in
Methods
Material
Machine
Man
Wrong correction
Unwanted correction
Untrained operator
Wrong reading taken
Machine not taking correction
Jerky movement in spindle
Less stock for grinding
Dressing frequency Not Ok
properly in fixtureComponent not getting clamped
Wrong setting master
Gauge GRR Not OK
Figure 2.12: Cause and effect diagram for variation in foot thickness
From the potential causes listed in the cause and effect diagrams, the root causes to
be identified by data based validation of causes. Further, a cause validation plan was
prepared after discussing with the people working in the process. During these discussions,
it was identified that there are two categories of causes. For one category measurable data
was possible to collect from the process where as for the other category, direct measurable
data was not possible to collect. Wherever measurable data was available, appropriate
statistical techniques were selected for analysis and validation of the potential causes.
Wherever direct measurable data was not available, it was decided to validate such causes
by process observation or GEMBA analysis (Womack, 2011). The validation plans in
Tables 2.16 and 2.17 present the type of data available and possible analysis to be
performed for validation of all potential causes in the cause and effect diagram. Based on
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
61
these validation plans, each potential cause was validated and conclusions were made
regarding whether the cause is a root cause or not. The details of validation of the causes
are presented in the remaining part of the analyze phase. The final conclusions regarding
these causes are also included in the last column of Tables 2.16 and 2.17.
Table 2.16: Cause validation details for foot thickness
Sl.
No Cause
Observation / Validation
method Remarks
1 Wrong setting master Only one master used Not a Root cause
2 Wrong reading taken GEMBA observation Not a Root cause
3 Dressing frequency not OK Trend chart Root cause
4 Unwanted correction GEMBA validation Root cause
5 Untrained operator Only trained operator used Not a Root cause
6 Machine not taking
correction
GEMBA observation,
Backlash in feed mechanism
Root cause
7 Jerky movement of spindle Observation and data
collection
Not a Root cause
8 Component not getting
clamped properly in fixture
GEMBA observation,
Repeatability study.
Not a Root cause
9 Gauge GR&R not OK GR&R study Not a Root cause
10 Less stock for grinding Data collection Not a Root cause
11 Wrong correction for depth Data collection, GEMBA
validation
Root cause
Chapter: 2
62
Table 2.17: Cause validation details for plunger taper
Sl.
No Cause
Observation /
Validation method Remarks
1 Grinding stock Regression analysis Root cause
2 Pre-part material taper not OK Regression analysis Root cause
3 Bent plunger GEMBA validation, data
collection
Not a root cause
4 Grinding feed DOE Root cause
5 Grinding speed DOE Root cause
6 Alignment between headstock
and tailstock not OK
GEMBA validation,
observation
Not a root cause
7 Machine not taken the proper
correction
GEMBA validation, data
collection
Not a root cause
8 Unnecessary correction GEMBA validation Not a root cause
9 Dressing speed DOE Root cause
10 Dressing feed DOE Root cause
11 Dressing depth DOE Root cause
12 Wrong taper correction GEMBA validation Not a root cause
13 Wrong input by operator GEMBA validation Not a root cause
14 Gauge R & R not OK Gauge R & R study Not a root cause
15 Centre hole not OK in plunger GEMBA validation Not a root cause
16 Dressing frequency not OK DOE Root cause
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
63
As per the cause validation plan, causes related to input raw material characteristics
like grinding stock, pre-part taper and pre-part runout were validated by regression
analysis. For this purpose, 116 components in a batch were selected and data were
collected on grinding stock, pre-part taper and pre-part runout. As all these variables are
continuous, the effect of these input dimensional characteristics on the plunger taper needs
to be validated by a multiple regression analysis. If the regressors are linearly related, the
inference based on a regression model can be misleading or erroneous (Draper and Smith,
2003; Montgomery and Peck, 1982). When there are near linear dependencies between the
regressors, the problem of multicollinearity is said to exist. Hence, before performing the
multiple regression analysis, the variables were tested for multicollinearity.
Multicollinearity can be studied through the variance inflation factor (VIF). From the VIF
of the regression analysis (Table 2.18), it is evident that multicollinearity is not present in
the data. In the regression analysis, the p-value for ANOVA and for the regressors
‘Grinding stock’ and ‘Barrel roundness’ were found to be less than 0.05 confirming that
these two has a significant impact on plunger taper.
Table 2.18: Output of regression analysis
Predictor Coefficient SE of
coefficient t – statistic p – value VIF
Constant 0.0011716 0.0001156 10.14 0.000 -
Grinding stock 0.007544 0.002225 3.39 0.001 1.0
Barrel roundness 0.04107 0.01424 2.88 0.005 1.1
Pre-part runout -0.008743 0.008053 -1.09 0.280 1.0
Chapter: 2
64
In the cause and effect diagram, there were few causes related to machine/ process
parameters. During the team discussion about validation of these causes, it was understood
that at the time of installation of the machine, the machine manufacturer has only provided
an operating range for the machine/process parameters for the machine. Hence during the
installation of the machine, all the parameters were set by trial and error method. So far, no
scientific approach was adopted to optimize these parameters. Hence it was decided to
conduct a DOE in the improvement phase to identify the optimum levels for the machine/
process parameters.
(iv) The improve phase
Now, as per the plan in the analyze phase, it was decided to conduct a DOE with the
machine / process parameters. After a detailed discussion with the technical personnel of
the process, the parameters (factors) identified for experimentation were dressing
frequency, dressing feed rate, dressing depth, grinding feed and grinding stock. It was also
felt that the interaction of dressing frequency with grinding stock and dressing depth are
important to be estimated. As in the previous case, it was decided to experiment all the
selected factors at three levels. One of the levels for the selected factors was identified as
the existing level and the remaining two levels were selected based on operational
feasibility and cost considerations. The factors and respective levels are presented in Table
2.19.
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
65
Table 2.19: Factors and their levels for experimentation - foot face grinding process
Sl. No. Factor Level
1 2 3
1 Dressing frequency 30* 40 50
2 Dressing feed rate 80 100* 110
3 Dressing depth 30 35* 40
4 Grinding feed 1 2* 3
5 Grinding stock 35 45* 55 *Existing levels
For conducting a factorial experiment with five factors each at three levels require
quite a large number of experiments to be conducted, which would be very costly and time
consuming exercise. Also, the interest was only to estimate two interactions; it was decided
to use fractional factorial experimentation using orthogonal arrays for conducting this
experiment (Wu and Hamada, 2011). Estimating the main effects of five factors and two
interactions require 27 experiments to be conducted using the orthogonal array L27(313).
The design layout for experimentation was prepared by allocating the factors and levels to
the L27(313) orthogonal array.
It was decided to replicate each experiment two times. As per the design layout,
experiments were conducted in a random sequence and data were recorded. These data
were analyzed using Taguchi’s S/N ratio method. Since the response selected is of foot
thickness, nominal-the-best type of S/N ratio was selected for analysis. These S/N ratio
values were calculated for all the 27 experiments and further analysis was carried out. The
S/N ratio values and the raw data were analyzed separately to identify the important factors
of the process. ANOVA was carried out for the S/N ratio values and the significance of all
Chapter: 2
66
factors and interactions were tested. From the ANOVA table presented in Table 2.20, it is
clear that the factor grinding feed and the selected interactions are significant at 5 percent
level. From the main effect and interaction plots of S/N ratio, the optimum factor level
combination was identified and is presented in Table 2.21.
Table 2.20: ANOVA table for S/N ratios - foot face grinding process
Source DF Seq. SS Adj. SS Adj. MS F p - value
Dressing frequency 2 21.269 21.269 10.635 2.9624 0.109
Dressing feed rate 2 12.637 12.637 6.319 1.7602 0.233
Dressing depth 2 20.702 20.702 10.351 2.8832 0.114
Grinding feed 2 58.64 58.64 29.32 8.1671 0.012*
Grinding stock 2 5.173 5.173 2.587 0.7206 0.516 Dressing frequency x Dressing depth 4 84.962 84.962 21.241 5.9167 0.016*
Dressing frequency x Grinding stock 4 100.528 100.528 25.132 7.0006 0.010*
Error 8 28.72 28.72 3.59
Total 26 332.631 * Significant at 5 percent level.
Table 2.21: Optimum combination from the experiment– foot face grinding process
Sl.No Parameters Optimum level after DOE 1 Grinding feed - in microns 3
2 Dressing frequency - in numbers 50
3 Dressing depth - in microns 35
4 Grinding stock - in microns 35
5 Dressing feed rate - in mm/min 70
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
67
The optimum factor level combination identified was considered as the solutions to
the causes related to machine/ process parameters. For the remaining root causes, a
brainstorming session was performed with all the people working on the process and
solutions were identified. After identifying the solutions, a risk analysis was performed to
study the possible risk associated with the selected solutions. From the risk analysis, it was
concluded that there is no risk associated with any of the selected solutions. Hence an
implementation plan was prepared for all the solutions with details of responsibility and
target date for implementation. All the solutions were implemented as per the plan and
results were observed.
(v) The control phase
During the control phase of a Six Sigma project, the mechanisms for sustainability
of the achieved results are introduced in the process. Due to tool wear present in the
process, even after the improvement actions, the collected data plotted against time showed
an increasing trend in case of foot face thickness. Because of this upward trend in
dimension, the operators tend to give corrections in the process for avoiding components
produced outside the specification limits. Since tool wear cannot be eliminated from the
process, the process adjustments by the operators are necessary for the process. The
unscientific way of incorporating corrections in the process was resulting in high variation
in the process. Hence the team decided to standardize the process adjustments through
scientifically established techniques. Two questions need to be answered during any
process correction is that, when to give correction and how much correction to be given.
These two questions can be answered by the nested ANOVA analysis (Montgomery and
Runger, 2007) and Beta correction technique (Taguchi, 1981). Hence it was decided to
Chapter: 2
68
apply the beta correction technique for standardizing the corrections. For this purpose, 256
consecutive components from the process were selected without any adjustment and the
foot thickness was measured. A nested ANOVA was performed on this data to identify
when a significant change happens to the process. From the nested ANOVA, it was found
that the p-value between 8 components is significant and hence corrections are required
after 4 components. Now, the corrections/ adjustments to be given in the process have to
be calculated based on beta correction technique. In beta correction method, it is suggested
that instead of giving the full correction, a fraction of the correction to be given after taking
measurement on the machined component (Taguchi, 1981). Hence, as per this method, if
‘X’ is the measured dimension of the component and ‘T’ is the centre of the specification,
then
Correction , ) where
0,
1 , , (2.1)
Traditionally, for implementing the beta correction method, a ready reckoner used
to be prepared and displayed near the machine as per the above formula. Since these
operations were done on a high precision and advanced technology machine, in this case,
these process adjustment details were incorporated in the machining program itself. As per
this program, corrections were made to the process, whenever necessary. This has helped
the process to maintain the components with less variation in the process. After
implementation of this solution in the process, a sample of size 1000 units was collected
over a period of two months time and the process capability was evaluated for the foot
thickness. From this analysis, the observed PPM total was found to be 5000. Similarly the
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
69
data for taper was evaluated and the observed performance was found to be 5128 PPM. As
discussed in section 2.2, all the measures were introduced for standardizing and
maintaining the results. Table 2.22 summarizes the improvements achieved from this
study. Figure 2.13 represents the comparison plunger taper variation before and after the
study.
Table 2.22: Comparison of results - before and after the study
CTQ Measure Before After
Foot thickness PPM 35333 5000
Sigma Level 3.31 4.08
Plunger taper PPM 51333 5128
Sigma Level 3.13 4.07
Figure 2.13: Plunger taper - before and after
Data3.52.82.11.40.70.0-0.7
AFTER.
BEFORE.
Each symbol represents up to 12 observations.
Chapter: 2
70
2.3.2 Observations
This study discusses the successful implementation of Six Sigma methodology
integrated with Taguchi’s beta correction technique in an automotive supplier company. As
a result of this study, the first pass yield improved significantly in the process. A cost-
benefit analysis was performed with the help of the finance department for this study. The
annualized savings due to reduction in repair, scrap and tool cost was estimated to be
around US$87,000.
These results of the effect of implementation of Beta correction technique with Six
Sigma initiatives make a novel contribution to the growing body of literature. This study
contributes uniquely by elucidating the synergistic impact of Beta correction for greater
effectiveness of Six Sigma programmes in engineering industry. There has been little, if
any, research so far about the effects of simultaneous implementation of Six Sigma and
Beta correction. This is highly relevant to machining processes of engineering and
manufacturing organizations where tool wear is a major issue. If the process is influenced
by tool wear, it necessitates corrections in the process for compensating for tool wear. This
is a case study where Taguchi’s Beta correction technique was integrated in the control
phase of Six Sigma methodology to have proper monitoring of the process with tool wear.
This has helped the process to reduce the variability.
Similar case studies were tried in reducing rejection and rework in a honing process
of a manufacturing company, reducing patient waiting time in pathology and outpatient
departments of a super-specialty hospital and improving the quality of road construction in
a wind mill company. All these four studies gave significant results in the respective
processes. Some of these studies demonstrate the application of Six Sigma in very
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
71
uncommon areas. The details of these studies are discussed in Gijo and Antony (2013),
Gijo, Antony, Hernandez and Scaria (2013), Gijo and Sarkar (2013) and Gijo and Scaria
(2010).
During these studies, data and its analysis gave confidence to the people and the top
management of the organization for taking decisions about the process. Six Sigma projects
were identified with respect to the needs of the business/customer, and the problems
addressed were of highest priority to the organization. Hence these improvement projects
were leading towards significant results.
2.4 Shortcomings in Six Sigma implementation
Quite a few articles were published in various aspects of problems of Six Sigma
Implementation (Breyfogle, 2005; Hahn, 2005). Some of these publications discussed the
critical factors for successful projects (Gupta, 2005; Hariharan, 2006). This study is aimed
at identifying the potential failures during Six Sigma implementation in various
organizations so that the lessons learned from these failures can be beneficial for future
practitioners.
During this study, implementation of Six Sigma methodology was observed in
various organizations. The organizations considered for this study were from various
sectors of business including Automotive, Engineering, Chemical, Non-Conventional
Energy, Software, Information Technology (IT), Information Technology Enabled
Services (ITES), Business Process Outsourcing (BPO), Healthcare Services, and
Hospitality Services etc. Information was collected from 1320 projects across 82
organizations. These include public and private sector organizations, covering small,
Chapter: 2
72
medium and large enterprises. The number of projects executed in these organizations
varies from one to 145. The researcher interacted with the Six Sigma project teams in
various capacities viz, trainer, consultant/ guide or evaluator for these projects. A detailed
study of these projects as well as interaction with the project teams helped to identify the
weak areas in project selection, execution and further implementation as detailed below.
2.4.1 Project selection, CTQ identification and target setting
Six Sigma projects are linked directly to business metrics and bottom-line of the
organization. But, quite often, projects are selected from isolated pockets of some
departments, which no one considers as important to the business/ customer. Such projects
fail to get support of the people working in the process, leading to failure of the project. In
quite a few projects, the Critical to Quality (CTQ) tree diagram gives large number of
CTQs. In the name of prioritization of CTQs, most of the teams pick up the easiest CTQs
to make improvements in the project. As a thumb rule, many a times, project teams
identify the target as 50 percent reduction in defects for projects. In most of these projects,
after achieving the 50 percent improvement, the customer/ business requirements were not
met; still the project was added to the list of success stories in the organization.
2.4.2 Having numerical quota for project and trained manpower
In quite a few organizations, the top management decides target for number of
projects to be completed, BBs/GBs to be trained and the total savings to be achieved
through Six Sigma initiatives in a year. All these unrealistic targets put the people in the
organization to unnecessary hardships leads to diluted implementation of Six Sigma
methodology.
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
73
2.4.3 Defect definition
Defining a defect can be difficult for any business process that isn’t a standardized
manufacturing process, especially for innovative business processes (Harry and Schroeder,
2000). A defect in service industry resulting in customer dissatisfaction can range from a
simple misunderstanding of terminology to complete disrespect by the employee towards
the customer; these two outcomes receive the same value in Six Sigma methods because
they both are defined as a single defect.
2.4.4 Variation in training and certification of GB/BB
Since Six Sigma is only a methodology, organizations customize the concept during
implementation. Hoerl (2001) discusses the structure and curriculum for Black Belt
training. But, quite a few times, in the name of customization, training/ consulting
organizations dilute the curriculum and duration of training for Six Sigma BBs and GBs.
The GB training available in India ranges from lecture based three day training without
project to seven-day sessions requiring completion of projects. The BB training ranges
from eight days to 20 days class room training followed by one to three projects. Hence the
depth of knowledge and understanding of Six Sigma concepts varies significantly among
the certified BBs/ GBs.
2.4.5 Training on statistics to non-statisticians
Six Sigma courses on BB/GB are generally stuffed with high-level statistical
analyses that require deeper understanding of statistics. Lot of statistics is generally taught
to the BBs/ GBs through Minitab software. Even without understanding the meaning of
output generated through the software, the BBs/ GBs complete the projects successfully
and make attractive presentations.
Chapter: 2
74
2.4.6 High attrition rates for BBs/ GBs
As more and more organizations implementing Six Sigma methodology, there is lot
of demand for qualified BBs/ GBs in the job market. Hence, maintaining the certified
BBs/GBs is always a challenge for organizations. In these organizations, even the Six
Sigma movement takes a natural death.
2.4.7 Validation of cause - the GEMBA way
Most of the Six Sigma projects, the team carryout extensive brainstorming sessions
and identify quite a few potential causes that can create variation in CTQ. These potential
causes are to be validated based on data collected from the process. Due to difficulty in
collection of data and its analysis, many teams try to use GEMBA as the validation method
for the causes. This is totally against the philosophy of ‘mile deep’ problem solving
through Six Sigma methodology.
2.4.8 Accuracy of collected data
Most of the organizations use some software like SAP for capturing the information
of their operations. In such situations, the data corresponding to all activities in the
organization are generally recorded in the computer system. If the data available in the
system is not reliable, the actions taken based on its analysis also may not be valid. This
can lead to improper selection of root causes and wrong action in the process.
2.4.9 Application of tools and techniques
During the Six Sigma BB training, quite a few statistical techniques are discussed as
a part of the curriculum. Once the training is completed, most of the BBs will be searching
for application of these high level statistical tools in their projects, because many of the
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
75
BBs are having a misconception that, for the project to be ‘good’ or ‘acceptable’ there need
to be plenty of statistical analysis. In this way, statistical techniques are often
indiscriminately used in the project.
2.4.10 Sustainability of results achieved
The Six Sigma project team works hard to achieve the results and ultimately the
project is closed and the concerned people are certified as BB or GB. In quite a few
organizations, there are no mechanisms available even to monitor the sustainability of
achieved results for the completed projects.
2.4.11 Estimation of financial benefits
Once the Six Sigma project is completed, most of the project teams closely monitor
the result of the project for few weeks or a maximum of two months before closing the
project. Based on the results obtained for two months, the teams estimate the financial
savings for a year and close the project. Once the project is closed, there may not be any
system for capturing the savings from the project and finally all the estimated financial
savings will not reflect in the balance sheet of the company.
2.4.12 Six Sigma or Lean which one to embrace?
When Six Sigma started its implementation almost 30 years before, there used to be
a general confusion among industries and individuals regarding which concept to be
implemented in their organizations - Six Sigma, TQM or something else (Marash et al,
2004). After 30 years down the line, now the debate is going on between Six Sigma or
Lean or Lean Six Sigma. Especially in service/ financial sector, Six Sigma is giving way to
Lean and Lean Six Sigma.
Chapter: 2
76
2.5 Conclusion
Even though these case studies gave wonderful results, completing them was not an
easy task. Like any other initiative, there were a few people who were initially opposing
the movement in the organization, but later got convinced about the methodology after
observing the results. The projects were also affected by the attrition problem in the
organisation. Quite often in-depth data collection from the processes was extremely
difficult. Sometimes even people are hesitant to give detailed data due to the fear of
adverse effect on individuals, if something wrong was identified.
We hope, these studies will encourage industries to use the Six Sigma method to
deal with difficult problems, especially where causes are not obvious. Successfully
avoiding the common mistakes/ shortcomings will yield long-term benefits for an
organization and accelerate its march towards becoming best in its class. The key to
success is to identify these challenges early and take robust corrective actions to nip the
problems before they become an issue (Marash et al, 2004). A high level of technical
ability is required for the benefits to be gained, but the success of such projects also
depends on the correct aims being set, the correct team being selected, and the correct
atmosphere being created for the project; thus there are both technical and management
challenges to ensure Six Sigma project success. With responsible professionals’ conscious
efforts to avert potential shortcomings, Six Sigma has all the ingredients to continue to be
successful for many years to come.
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
77
References
1. AIAG (2002). Measurement systems analysis, reference manual, 3rd edn., Automotive
Industry Action Group, Southfield, Michigan.
2. Banuelas R., Antony J. and Brace M. (2005). An application of Six Sigma to reduce
waste, Quality and Reliability Engineering International, 21(6), 553-570.
3. Brady M. and Allen T.T. (2006). Six Sigma literature: A review and agenda for future
research, Quality and Reliability Engineering International, 22(3), 335-367.
4. Braglia, M., Carmignani, G. and Zammori, F. (2006). A new value stream mapping
approach for complex production systems, International Journal of Production
Research, 44(18), 3929-3952.
5. Breyfogle III F.W. (2003). Implementing Six Sigma: smarter solutions using statistical
methods, John Wiley, New York.
6. Breyfogle, F. W. (2005). 21 common problems (and what to do about them), Six Sigma
Forum Magazine, 4(4), 35-37.
7. Bryman, A. and Bell, E. (2006). Business research methods, Oxford University Press,
New Delhi.
8. Cooper, D.R. and Schindler, P.S. (2006). Business research methods, Tata-McGraw
Hill, New Delhi.
9. Draper, N. R. and Smith, H. (2003). Applied regression analysis, 3rd edn., John Wiley,
New York.
10. Firka, D. (2010). Six Sigma: an evolutionary analysis through case studies, The TQM
Journal, 22(4), 423-434.
Chapter: 2
78
11. Gijo, E.V. (2011). 11 ways to sink your Six Sigma project, Six Sigma Forum
Magazine, 11(1), 27-29.
12. Gijo, E.V. (2012). Shortcomings in Six Sigma Implementation: an experience in Indian
industries, Science and Society, 10(2), 109-116.
13. Gijo, E.V. and Antony, J. (2013). Reducing patient waiting time in outpatient
department using Lean Six Sigma methodology, Quality and Reliability Engineering
International, (wileyonlinelibrary.com) DOI: 10.1002/qre.1552.
14. Gijo, E.V., Antony, J., Hernandez, J. and Scaria, J. (2013). Reducing patient waiting
time in a pathology department using the Six Sigma methodology, Leadership in
Health Services, (in press)
15. Gijo, E.V. and Sarkar, A. (2013). Application of Six Sigma to improve the quality of
the road for wind turbine installation, The TQM Journal, 25(3), 244-258.
16. Gijo, E.V. and Scaria, J. (2010). Reducing rejection and rework by application of Six
Sigma methodology in manufacturing process, International Journal of Six Sigma and
Competitive Advantage, 6(1/2), 77-90.
17. Gijo, E.V. and Scaria, J. (2013b). Simultaneous implementation of Six Sigma
methodology with Beta correction technique in automotive supplier process,
International Journal of Advanced Manufacturing Technology, (Under revision).
18. Gijo, E.V., Scaria, J. and Antony, J. (2011). Application of Six Sigma methodology to
reduce defects of a grinding process, Quality and Reliability Engineering International,
27(8), 1221-1234.
19. Grant, E. L. and Leavenworth, R. S. (2000). Statistical quality control, 7th edn., Tata
McGraw-Hill, New Delhi.
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
79
20. Gupta, P. (2005). Innovation: the key to a successful project, Six Sigma Forum
Magazine, 4(4), 13-17.
21. Hahn, G.J. (2005). Six Sigma: 20 key lessons learned, Quality and Reliability
Engineering International, 21(3), 225-233.
22. Halliday, S. (2001). So what exactly is Six Sigma? Works Management, 15(1), 15.
23. Hariharan, A. (2006). CEO’s guide to Six Sigma success, Six Sigma Forum Magazine,
5(3), 16-25.
24. Harry, M. and Schroeder, R. (2000). Six Sigma: The breakthrough management
strategy revolutionizing the world’s top corporations, Doubleday, New York.
25. Hoerl, R. W. (2001). Six Sigma Black Belts: what do they need to know? Journal of
Quality Technology, 33(4), 391-406.
26. Hoerl, R.W. (2004). One perspective on the future of Six Sigma, International Journal
of Six Sigma Competitive Advantage, 1(1), 112-119.
27. Ishikawa, K. and Lu, D.J. (1985). What is total quality control? The Japanese way,
Prentice Hall, Englewood Cliffs, NJ.
28. Jiménez, E., Tejeda, A., Pérez, M., Blanco, J. and Martínez, E. (2012). Applicability of
lean production with VSM to the Rioja wine sector, International Journal of
Production Research, 50(7), 1890-1904.
29. Kaushik, P., Khanduja, D., Mittal, K. and Jaglan, P. (2012). A case study: application
of Six Sigma methodology in a small and medium-sized manufacturing enterprise, The
TQM Journal, 24(1), 4-16.
30. Landis, J.R. and Koch, G.G. (1977). The measurement of observer agreement for
categorical data, Biometrics, 33, 159-174.
31. Lee, T. W. (1999). Using qualitative methods in organizational research, Sage, CA.
Chapter: 2
80
32. Mahanti, R. and Antony, J. (2009). Six Sigma in the Indian software industry: some
observations and results from a pilot survey, The TQM Journal, 21(6), 549-564.
33. Marash, S.A., Berman, P. and Flynn, M. (2004). Fusion management: harnessing the
power of Six Sigma, Lean, ISO 9001:2000, Malcolm Baldrige, TQM and other quality
breakthroughs of the past century, QSU Publishing Company, Virginia.
34. Montgomery, D.C. (2002) Introduction to statistical quality control, 4th edn., John
Wiley, New York.
35. Montgomery, D. C. and Peck. E. A. (1982). Introduction to linear regression analysis.
John Wiley, New York.
36. Montgomery, D.C and Runger, G.C. (2007). Applied statistics and probability for
engineers, John Wiley, New York.
37. Montgomery, D.C. and Woodall, W.H. (2008). An overview of Six Sigma,
International Statistical Review, 76(3), 329 - 346
38. Pande, P., Neuman, R. and Cavanagh, R. (2003). The Six Sigma way team field book:
an implementation guide for process improvement teams, Tata McGraw-Hill, New
Delhi.
39. Phadke, M.S. (1989). Quality Engineering using robust design, Prentice Hall,
Englewood Cliffs, New Jersey.
40. Stewart, R.A and Spencer, C.A. (2006). Six Sigma as a strategy for process
improvement on construction projects: a case study, Construction Management and
Economics, 24(4), 339-348.
41. Taguchi, G. (1981). On-line quality control during production, Japanese Standards
Association, Tokyo.
Six Sigma Methodology in Indian Industries – Opportunities and Challenges
81
42. Taguchi, G. (1988). Systems of experimental design, Vols. 1, 2, UNIPUB and
American Supplier Institute, New York.
43. Womack, J. (2011). GEMBA walk, Lean Enterprise Institute, USA.
44. Wu, C.F.J. and Hamada, M. (2011). Experiments – planning, analysis, and parameter
design optimization, John Wiley, New York.
45. Yin, R. K. (2003) Case study research: design and methods, 3rd edn., Sage, CA.