Fundamental facts about manual assembly systems.
Buransky, Ivan ; Vaclav, Stefan ; Pokorny, Peter 等
Abstract: The paper deal with the assembly systems on which work
peoples and product is in still stand during the assembly. This system
prevails now.
There are six of sorts of systems differed with the time of
assembly of one product, with the level of flexibility and humanization of the human work
Key words: assembly, mechanization, systems, humanization
1. INTRODUCTION
Till now we know six of the sorts of the stepped assembly system
(fig. 1, fig 2).
Many people believe that the best solutions are the standard
synchronous (a) and asynchronous (c) lines. There are many myths about
special advantages of the asynchronous lines comparing with the
synchronous lines, as for humanization of the work and hours output.
[FIGURE 1 OMITTED]
With that myth we will deal in the special paper. We will not deal
with the systems in which the product is moving during the assembly.
Those systems are not acceptable for man (1, 7).
Criterions of quality of system will be the time of the assembly of
one product, production flexibility and the level of the humanization of
the work (3, 5).
In this paper we will deal with hours output of over given systems
in respect of the quality of assembled parts. We will analyze also the
level of production flexibility and humanization of work.
[FIGURE 2 OMITTED]
2. CLASSIFICATION AND EVALUATION OF SYSTEMS
Classification is on the fig. 1, evaluation from the aspect of the
theoretical time of assembly of the one product (T) is in the table
1(4).
The cycle times are calculated for over given systems under the
same input data. It is surprising that the greater hours output have not
the lines but the parallel workplaces.
The parallel workplaces have the great advantage in their
production flexibility (2, 6).
The system is able to produce by arbitrary number of the disposable
workers. Every workplace can assemble different product.
The great advantages have this system in the humanization of the
work. Only on this systems have the workers full working freedom.
3. IDEAL AND REAL HOURS OUTPUT
In the table 1 was calculated ideal cycle times (T) supposing that
the all input parts are good and values [[eta].sub.i] in the equations
(1) is [[eta].sub.i] = 1.
Efficiency of the system with real parts is.
[[eta].sub.i] = [[eta].sub.1] x [[eta].sub.2] x [[eta].sub.3] x ...
x [[eta].sub.i] x ... x [[eta].sub.n]
Where:
[[eta].sub.i] is efficiency of its part,
[[eta].sub.s] is efficiency of the all system,
[[eta].sub.i] = 0,9 meant that 90%of the its parts are good,
[[eta].sub.s] = 0,8 meant that when into the system enter 100 sets
of parts of product from the system go out only 80 good product.
We are not interested on the behaviour of separate stations but
behaviour of the all system. If [[eta].sub.s] is 1 the hours output will
be:
H = 3600/T (2)
H = 3600/T x [[eta].sub.s] (2)
We supposed that the system work without stopping and it produce
good products from the good parts or bat product if same parts are bad.
That situation is seldom.
The system is often stopped for repairing and maintenance.
[[eta].sub.t] is time efficiency of system, [[eta].sub.t] = 0,9 it means
that system work only in 90% of disposable time. The hours output will
be then:
H = 3600/T x [[eta].sub.s] x [[eta].sub.t] (4)
Example:
The efficiency of system [[eta].sub.s] (eq. 1) is for four parts
product:
[H.sub.s] = 0, 98 x 0, 96 x 0, 97 x 0, 98 = 0,91
Time efficiently is [[eta].sub.t] = 0, 85. Theoretical cycle time
(tab. 1) is T = 5s. The hours output will be:
H = 3600/5 x 0,91 x 0,85 = 556 pieces/hour
In many cases the values [[eta].sub.t] and [[eta].sub.t] are not
disposable. Often are estimated according to similar realized systems.
The important influence on the hours output have the time of the
step (S) time of reposition of the product to the second work station
(tab. 1).
This time will be lower when density of carriers in the batch is
higher and when instead of stepping of the one product are stepped the
all members of the batch.
The time of the step will be lover if the dynamics of the movement
is optimal. Synchronous line has this movement realized with good
dynamic (cams mechanic).
The advantage of the bath carriers are that worker can to assembly
the all batch by one grasping of the instrument. On the all described
systems we supposed that on the every workplace is one worker. In the
final car assembly is successfully introduced the workplaces with 2, 3
or 4 workers (The group work). Modern lines have the maximal possible
content of the work on the one station of the line. Taylor's
atomization of the work is overcome.
4. CONCLUSION
Peoples worked in the plants are now divided on the two parts.
1. Peoples with the time freedom,
2. Peoples without line freedom.
The first group muss to fill his asks till the given limit but they
can to change tempo of the work.
The second group muss t work in the given (often very short tempo
less than one minute) in the uncomforted body position (standing or
stepping) without possibility of communication with colleagues and
without possibility of personal pauses.
There are not peoples who are interested to work without time
freedom today.
The solution of problem is not to shift the assembly plants into
low developed countries.
The solution is to find the assembly systems with high productivity
with high process and personal flexibility with rich content of
operations with possibility to change the position of body (sitting,
standing) with possibility to cooperate an to communicate with
colleagues and with maximal possible time freedom.
This paper can help to find that solutions.
Full automation of assembly is problem technical but mainly
economical.
5. ACKNOWLEDGEMENTS
I hearty thank to my teacher ass. prof. Valentovic to his valuable
recommendation to this work.
This article was written for grant project VEGA 1/0250/11
We are indebted for support.
6. REFERENCES
Boothroyd, G.; Redford, A. H.(1968). Mechanized Assembly, Mc.
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Tab. 1. Comparison of the theoretical times of production of the
one product T [s] on the failure free system (theoretical tact)
[O.sub.1]--time of the assembly of first part, [O.sub.1] = 3 s,
[O.sub.2]--time of the assembly of second part, [O.sub.2] = 2 s,
[O.sub.3]--time of the assembly of third part, [O.sub.3] = 1 s,
S--time of step, S = 1 s,
n--number of parts in the one batch, n = 4,
q--number of workplaces.
Type General formulas Examples [s]
a T = [O.sub.max] + S 3 + 1 = 4 s
b T = [O.sub.max] x n + S/n 3.4 + 1/4 3,25 s
c T = [O.sub.max] + S 3 + 1 4 s
d T = [O.sub.max] x n + S/n 3.4 + 1/4 3,25 s
e T = ([O.sub.1] + 3 + 2 + 1 + 1/3 2,3 s
[O.sub.2] + [O.sub.3]
x n + s/q
f T = ([O.sub.1] + 2,08 s
[O.sub.2] + [O.sub.3]
x n + s/q