Line Balancing:
Line balancing is leveling the workload across all processes in a cell or value stream to remove bottlenecks and excess capacity. It is a tools used for production line to capacitate the flow line of production. A flow line can be divided into elemental tasks. Each of these tasks will require a specified time to complete. It also has a sequential relationship with other tasks in the flow line. In order to ensure that the line is run efficiently, efforts have to be made to balance the line.
Line
Balancing In Garments Industry
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Calculation for Line Balancing:
For line balance we have to know some data and some calculating information those are as follows: –
For line balance we have to know some data and some calculating information those are as follows: –
- How many operators.
- Operation.
- SMV.
- Performance.
- Potential production / hour.
- Hours to achieve target.
- Capacity.
- Target.
Efficiency = (Sum of all task times)/(Actual no of
workstations) X (Cycle Time)
= (250) / (5) X (60)
= 0.83 OR 83 %
Potential production / hour = (60/SMV) X Wanted efficiency
Hours to achieve target = (Target/week)/(Potential Production)
If, SMV = 1.22
Performance = 80%
Target / Week = 2655
Then Potential Production / Hour = (60 / 1.22) X 80% = 39 pieces/hour
We know the target/week = 2655 pieces
Hours to achieve target = 2655 / 39 = 68 hrs
So Capacity is 60- 68 = -8 hrs.
Example: Assuming an 8 hour working day, what is the cycle time needed to generate an output rate of 240 units per day?
Solution:
Operating time per day
Cycle time = ………………………………………
Desired output rate
Operating time per day = 8 X 60 = 480 min
Desired output rate = 240 per day
So, Cycle time = 480 /240 = 2 min (ANS)
= (250) / (5) X (60)
= 0.83 OR 83 %
Potential production / hour = (60/SMV) X Wanted efficiency
Hours to achieve target = (Target/week)/(Potential Production)
If, SMV = 1.22
Performance = 80%
Target / Week = 2655
Then Potential Production / Hour = (60 / 1.22) X 80% = 39 pieces/hour
We know the target/week = 2655 pieces
Hours to achieve target = 2655 / 39 = 68 hrs
So Capacity is 60- 68 = -8 hrs.
Example: Assuming an 8 hour working day, what is the cycle time needed to generate an output rate of 240 units per day?
Solution:
Operating time per day
Cycle time = ………………………………………
Desired output rate
Operating time per day = 8 X 60 = 480 min
Desired output rate = 240 per day
So, Cycle time = 480 /240 = 2 min (ANS)
