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Assembly Line Balancing
Introduction to Industrial
Engineering
The Line Balancing Problem
 The problem is to arrange the individual
processing and assembly tasks at the
workstations so that the total time
required at each workstation is
approximately the same.
 Nearly impossible to reach perfect
balance
Things to consider
 Sequence of tasks is restricted, there is
a required order
 Called precedence constraints
 There is a production rate needed, i.e.
how many products needed per time
period
 Design the line to meet demand and
within constraints
Terminology and Definitions
 Minimum Work Element
 Total Work Content
 Workstation Process time
 Cycle Time
 Precedence Constraints
 Balance Delay
Minimum Work Element
 Dividing the job into tasks of a
rational and smallest size
 Example: Drill a hole, can’t be
divided
 Symbol – Time for element j:
 is a constant
ejT
ejT
Total Work Content
 Aggregate of work
elements
∑=
=
n
j
ejwc TT
1
Workstation Process time
 The amount of time for an individual
workstation, after individual tasks have
been combined into stations
 Sum of task times = sum of workstation
times
Cycle time
 Time between parts coming off the line
 Ideally, the production rate, but may
need to be adjusted for efficiency and
down time
 Established by the bottleneck station,
that is station with largest time
Precedence Constraints
 Generally given, determined by the
required order of operations
 Draw in a network style for
understanding
 Cannot violate these, an element must
be complete before the next one is
started
Balance Delay
 Measure of line
inefficiency due to
imbalances in
station times
c
wcc
nT
TnT
d
−
=
Method – Largest Candidate Rule
 List elements in descending order of T
 Assign elements to first station, from top
to bottom of list, minding constraints, and
not causing sum to exceed cycle time
 Continue assigning elements to stations
where each station < cycle time, largest
assigned first, until all assigned
 EXAMPLE

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Assembly Line Balancing Techniques for Industrial Engineering

  • 1. Assembly Line Balancing Introduction to Industrial Engineering
  • 2. The Line Balancing Problem  The problem is to arrange the individual processing and assembly tasks at the workstations so that the total time required at each workstation is approximately the same.  Nearly impossible to reach perfect balance
  • 3. Things to consider  Sequence of tasks is restricted, there is a required order  Called precedence constraints  There is a production rate needed, i.e. how many products needed per time period  Design the line to meet demand and within constraints
  • 4. Terminology and Definitions  Minimum Work Element  Total Work Content  Workstation Process time  Cycle Time  Precedence Constraints  Balance Delay
  • 5. Minimum Work Element  Dividing the job into tasks of a rational and smallest size  Example: Drill a hole, can’t be divided  Symbol – Time for element j:  is a constant ejT ejT
  • 6. Total Work Content  Aggregate of work elements ∑= = n j ejwc TT 1
  • 7. Workstation Process time  The amount of time for an individual workstation, after individual tasks have been combined into stations  Sum of task times = sum of workstation times
  • 8. Cycle time  Time between parts coming off the line  Ideally, the production rate, but may need to be adjusted for efficiency and down time  Established by the bottleneck station, that is station with largest time
  • 9. Precedence Constraints  Generally given, determined by the required order of operations  Draw in a network style for understanding  Cannot violate these, an element must be complete before the next one is started
  • 10. Balance Delay  Measure of line inefficiency due to imbalances in station times c wcc nT TnT d − =
  • 11. Method – Largest Candidate Rule  List elements in descending order of T  Assign elements to first station, from top to bottom of list, minding constraints, and not causing sum to exceed cycle time  Continue assigning elements to stations where each station < cycle time, largest assigned first, until all assigned  EXAMPLE