Open Journal of Social Sciences, 2014, 2, 226-231
Published Online September 2014 in SciRes. http://www.scirp.org/journal/jss
http://dx.doi.org/10.4236/jss.2014.29038
How to cite this paper: Wang, Q. and Bennett, N. (2014) Integration of Lean Approaches to Manage a Manual Assembly
System. Open Journal of Social Sciences, 2, 226-231. http://dx.doi.org/10.4236/jss.2014.29038
Integration of Lean Approaches to Manage a
Manual Assembly System
Qian Wang, Nick Bennett
School of Engineering, University of Portsmouth, UK
Email: qian.wang@port.ac.uk
Received July 2014
Abstract
Today, importance of flexibility and reconfigurability needs to be addressed when designing and
implementing a cost-effective and responsive manufacturing system. Such a system should be able
to accommodate dynamic changes of product varieties and production volumes by maximizing its
production capability and minimizing its production costs, this is particularly useful for a SME
(small and medium-sized enterprises) to remain competitive in the market. For a manual assem-
bly line, it is always a good practice using a highly skilled workforce that each assembly worker is
capable of performing multiple tasks. Ideally, each worker is fully trained to complete assigned
tasks of a unit from start to finish. This paper presents a case study of incorporating 5S manage-
ment rules into an assembly system using so-called skillful and dynamic walking workers as a
combination of lean management approaches to improve productivity and efficiency of a shop
floor production line at a local plant.
Keywords
Lean Management, Lean Production, Assembly Systems
1. Introduction
It has been becoming a popular model for many manufacturing companies to introduce and implement lean ap-
proaches into every aspect of manufacturing-related activities. These activities include product design, manu-
facturing processes and systems planning and production management. One of lean production management
techniques is called 5S, which is considered as a lean management method using visual identification and con-
trol management rules at a workplace. Major benefits of applying 5S techniques to a manufacturing plant were
reported as such an improvement of efficiency at a workplace, reduction of wastes, creation of a cleaner and
well-organized working environment, and a promotion of employee morale. These benefits can be enhanced by
developing a multiple skilled workforce that plays a key role in the success of operating a lean manufacturing
system, particularly when such a system involves a great deal of human-centered operations. Ballé et al. [1]
suggested that such a manpower production line should also be designed towards a reduction of the seven wastes,
i.e., the waste of overproduction, the waste of waiting for parts to arrive, the waste of conveyance, the waste in
processing, the waste of inventory, the waste of motion and the waste of rework. This paper presents a case
Q. Wang, N. Bennett
227
study aimed at improving efficiency and productivity of a local manufacturing shop floor by integration of 5S
management rules into a manual assembly line using highly skilled walking workers. These workers are capable
of performing multiple and/or all the required tasks of a unit by traveling down between stations on the line.
Such a system can also be reconfigured easily and quickly as needed to accommodate the fluctuating change of
production requirement on a daily basis.
2. A Lean Management of Using Walking Worker Assembly
In manufacturing sectors, it is well-known that flexibility and reconfigurability of a manufacturing system has
increasingly become important as the system needs to respond quickly to frequent changes of such as product
mix and production volume due to a fluctuating demand of the competitive market today. Such a characteristic
of flexible and reconfigurable manufacturing systems can also be helpful to maximize systems capability and
minimize production costs to compete with other rivals that make similar products. It was reported that approx-
imately one third of all German companies that have invested in highly advanced automaton have recognized
that these solutions were not flexible enough and have reduced again their level of automation; 38% of these
companies have reduced automation by taking advantage of a more efficient use of their qualified workforce [2].
These workers can be trained to perform multiple or all the required tasks in a production area leading to a sig-
nificant improvement in terms of cost, time, quality and capability when dealing with a variety of products over
a traditional static allocation of worker(s) to a station in which each worker only performs a single and repetitive
task. Thus, capability in manufacturing products with high customer customization is relatively low. Figure 1
illustrates a typical manufacturing system using multifunctional and dynamic walking workers. Within such a
system, each worker travels with a partially assembled product downstream and stops at each station carrying
out the essential assembly work as scheduled. Each worker is previously trained to be capable of building a
product completely from start to end along the line. Under such a ‘pull’ system, a new item of assembled prod-
ucts enters the line whenever a walking worker is available after a product assembly is completed by this walk-
ing worker at the end of the line and this worker then releases the assembled product and moves back to the first
station ready to start a new item. Because each item can only travel with one walking worker who works on it by
visiting all the stations along the line, the number of items in the system is therefore deterministic and theoreti-
cally it cannot be greater than the total number of workers employed on the line. Thus, this type of system inhe-
rently prevents unnecessary in-process inventory thereby decreasing the buffer requirement. Moreover, each
walking worker on the line cannot be starved because each worker is attached to one item all the time and it is
their responsibility for completely assembling a product within an expected cycle time through training, this de-
creases the loss of labor efficiency and maximizes individual labor utilization in practice. However, the loss of
labor efficiency can be made by the idle time, which includes a combination of a possible in-process waiting
time on the line and a travel time from each walking worker. Nevertheless, a U-shaped cell as show in Figure 1
can minimize the travel time along the line.
3. Mathematical Analysis
The following notations are used:
-m: the total number of stations (or machines) on the line.
-N: the total number of walking workers in operating the system.
- PTi: the processing time (fixed) at machine
i
.
- PTi, j: the processing time at machine
i
for walking worker j (1 j N).
Figure 1. A linear walking worker U-shaped line
Q. Wang, N. Bennett
228
-IPWTj : the in-process waiting time for worker j (1 j N).
-TTj: the average travelling time for walking worker j (1 j N), who travels from the first station to the last
station along the line.
-ITj: the total idle time for walking worker j (1 j N) during a completion of a product.
3.1. Workers with Equal Performance
In the first case study, we assume that each walking worker has equal efficiency; this is an ideal situation.
Shown in Figure 1, we note that machine b (Mb), where b refers to the bottleneck, has the longest processing
time. After a period of system warm-up to reach a steady state, from the moment that a walking worker j leaves
the bottleneck Mb to the moment that this worker is about moving into the bottleneck Mb again (but not in Mb
yet), a total amount of processing (operation) time this walking worker spends in a circuit is given by:
=
m
bi
i
PTi
1
)(
=
=
m
i
PTbPTi
1
)(
(1)
Meanwhile, a total amount of time that other walking workers (except walking worker j) spend in terms of
processing (operation) times at Mb is given by:
PTbN×
)1
(
(2)
If (1) ≥ (2): there is no in-process waiting time. If (1) < (2): the in-process waiting time for this walking worker
j is given by: IPWTj = (2) (1) =
])
(
[]
)1[(
1
PTbPTi
PTbNm
i
−−
×−
=
, i.e.,
(3)
Thus, the total idle time for this worker j during the completion of a product is given by:
ITj = IPWTj + 2TTj =
=
−×
m
i
PTiPTbN
1
+ 2TTj, i.e., ITj =
=
−×
m
i
PTiPTbN
1
+ 2TTj (4)
Therefore, the amount of time this walking worker needs for producing a unit in a circuit is given below:
ITj +
=
m
i
PTi
1
)(
or N × PTb + 2TTj (5)
Based on this, th e output worker j produces after a period of run Tp is given by: Tp/[N × PTb + 2TTj] (6 )
Because we ass ume that each walking worker has equal efficiency in this case; for a system with N walking
workers, the overall output after a period of run Tp is given by:
N × {Tp/[
=
−×
m
i
PTiPTbN
1
+2TTj +
=
m
i
PTi
1
)(
]}, i.e., N × {Tp/[N × PTb + 2TTj]} (7)
3.2. Workers with Unequal Performance
In practice, it is impossible that each walking worker has equal efficiency. In this case, the slowest worker may
determine the overall output of the line. After a warm-up period, the slowest worker will only possibly encoun-
ter the in-process waiting time in front of the bottleneck machine Mb. From the moment that the slowest worker
s leaves the bottleneck, this worker needs the following amount of time to arrive to it again in a circuit:
=
m
bi
i
sPTi
1
),(
=
=
m
i
sPTbsPTi
1
,),
(
(8)
Q. Wang, N. Bennett
229
Meanwhile, a total amount of time that other walking workers spend at Mb is given by:
=
N
sj
j
jPTb
1
),(
(9 )
If (8) ≥ (9): there is no in-process waiting time. If (8) < (9): the in-process waiting time for the slowest walking
worker s is given by:
IPWTs = (9) (8) =
],),([],[
11
sPTbsPTijPTb m
i
N
sj
j
−−
∑∑
=
=
, i.e.,
)],([],[
11
∑∑
==
−=
m
i
N
j
sPTijPTbIPWTs
(10)
Thus, the total idle time for this slowest worker s during the completion of a product is given by:
ITs = IPWTs + 2TTs =
)],([],[
11
∑∑
==
m
i
N
j
sPTijPTb
+ 2TTs, i.e.,
ITs =
)]
,
([],[
11 ∑∑
==
m
i
N
j
sPTijPTb
+ 2TTs (11)
Knowing that a faster worker cannot overtake the slowest worker, therefore, each walking worker will have
the s a me output as the slowest worker can produce. We define T to be the amount of time each walking worker
needs for producing a unit, two cases are possible: If the slowest walking worker does not encounter any
in-process waiting time:
=
=
m
i
sPTiT
1
,
+ 2TTs (12)
Because IPWTs is 0, based on equation 10, T can also be given by:
=
=
N
j
jPTbT
1
,
+ 2TTs ( 13)
If the slowest worker encoun ter s an in-process waiting time before moving into the machine b:
=
+=
m
i
sPTiIPWTsT
1
,
+ 2TTs (14)
or,
=
=
N
s
j
j
jPTb
T
1
,
+ 2TTj (15)
Finally, a total amount of in-process waiting time a walking worker j spends for producing one unit is given by:
−=
m
i
jPTiTIPWTj ,
2TTj (1 6)
4. Implementing 5Ss into Lean Walking Workers Production Lines
In a manufacturing company, 5Ss are considered as a lean management technique aiming to eliminate manufac-
turing-related wastes that may obstruct the system performance in terms of line efficiency and productivity, and
minimize unnecessary production costs. This is particularly useful for human-centred assembly systems where
Q. Wang, N. Bennett
230
intensive operational tasks are carried out manually and human-errors are often made during an assembly of a
unit. The key method of implementing 5S management rules into a manual assembly working environment is to
make a workplace readable and visible. This can be achieved by arranging visual boards or tags at a workplace
with 5S concepts embedded into each manufacturing process or manufacturing-related activity. Figure 2 dem-
onstrates a road map as an example for implanting 5S at a workstation using walking workers as part of a
5S-enabled shop floor flow line at a local manufacturing plant. Figure 3 illustrates a 3D simulation model of the
5S-enabled shop floor. The simulation model was used for monitoring various scenarios with performance
measures based on simulation results before and after the implementation of 5S management rules into the pro-
duction line using walking workers.
5. Simulation Outputs
A feasibility study of applying highly skilled walking workers to a shop floor environment was investigated
based at a local plant. The company is a small media sized enterprise (SME). In its shop floor, manufacturing
processes were performed manually by individual workers who were trained complete a unit by travelling from
one workbench station to next workbench station along the line. The simulation result shown in Figure 4 indi-
cates that the original production system has a maximum output of between three and four units per day and the
proposed lean production system has a maximum output of five units per day providing a significant increase of
productivity. Based on the simulation result shown in Figure 4, it can be seen that the original system requires
six walking workers operating on the line simultaneously when the maximum output (three or four units per day)
of the line reaches stable, whilst the reconfigured lean system requires four walking workers to achieve the
maximum output (i.e., five units per day). This implies that the proposed lean system is more efficient than that
of the old system in terms of output per worker per day. For both simulation results shown in Figure 4, it can be
seen that the output can be increased or decreased by simply adjusting the number of walking workers on the
line, i.e., such a system is very adaptable to the change of a daily or weekly demand of products to be manufac-
tured. Nevertheless, when the line reaches the maximum output, any further increase of the number of workers
on the line will not increase but will gradually decrease the overall output. Figure 5 illustrates a trend of the
drop of output per worker per day versus the number of additional workers to be put on the line after the line
reaches the maximum output.
Figure 2. Implementation of 5S management rules into a shop floor environment.
Figure 3. The 5S-enabled walking worker assembly line.
Q. Wang, N. Bennett
231
Figure 4. Output vs number of walking workers before and after the im-
plemention of 5 S.
Figure 5. Output per walking worker before and after the implemention of 5S
rules.
6. Summary
The paper reports a feasibility study of incorporating 5S management rules into a production system using well-
skilled, flexible and dynamic walking workers at a local manufacturing plant. Both 5S and walking workers
techniques were applied to the shop floor production as an integrated lean approach aimed at improving effi-
ciency and productivity of the existing system and reducing unnecessary production wastes (costs). The imple-
mentation of 5S management rules also improves the visibility and visual control for production as well as safe-
ty issues in the shop floor environment. The application of walking workers on the line leads to a significant in-
crease of daily output as well as output per worker per day.
Acknowledgements
The authors thank Laura Arias, Alexander Bearne and Saleh Alyahya for their contributions to this project; the
Director and Production Manager of Wessex Doors for providing valuable information and assistance.
References
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and Disassembly. CIRP Annals, 53 , 487-509. http://dx.doi.org/10.1016/S0007-8506(07)60026-2