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Identifying and Exploiting Constraints, Constraint Elevation Confer Company produces two different metal components used in medical...

Identifying and Exploiting Constraints, Constraint Elevation

Confer Company produces two different metal components used in medical equipment (Component X and Component Y). The company has three processes: molding, grinding, and finishing. In molding, molds are created, and molten metal is poured into the shell. Grinding removes the gates that allowed the molten metal to flow into the mold’s cavities. In finishing, rough edges caused by the grinders are removed by small, handheld pneumatic tools. In molding, the setup time is one hour. The other two processes have no setup time required. The demand for Component X is 600 units per day, and the demand for Component Y is 1,000 units per day. The minutes required per unit for each product are as follows:

Minutes Required per Unit of Product
Product Molding Grinding Finishing
Component X     5       10        15        
Component Y 10       15        20        

The company operates one eight-hour shift. The molding process employs 24 workers (who each work eight hours). Two hours of their time, however, are used for setups (assuming both products are produced). The grinding process has sufficient equipment and workers to provide 400 grinding hours per shift.

The Finishing Department is labor intensive and employs 70 workers, who each work eight hours per day. The only significant unit-level variable costs are materials and power. For Component X, the variable cost per unit is $40, and for Component Y, it is $50. Selling prices for X and Y are $90 and $110, respectively. Confer’s policy is to use two setups per day: an initial setup to produce all that is scheduled for Component X and a second setup (changeover) to produce all that is scheduled for Component Y. The amount scheduled does not necessarily correspond to each product’s daily demand.

Required:

1. Calculate the time (in minutes) needed each day to meet the daily market demand for Component X and Component Y.

Net Time Required
Molding ________minutes
Grinding ________minutes
Finishing ________minutes

What is the major internal constraint facing Confer Company?

Molding

2. Describe how Confer should exploit its major binding constraint. Specifically, identify the product mix that will maximize daily throughput.

Number of Units Produced
Component X _________units
Component Y _________units

3. Assume that manufacturing engineering has found a way to reduce the molding setup time from one hour to 10 minutes. How many units of Component X and Component Y would be produced?

Number of Units Produced
Component X _________units
Component Y _________units

Solutions

Expert Solution

Minutes Required per Unit of Product
Product Molding Grinding Finishing
A Component X 5 10 15
B Component Y 10 15 20
C=600*A Total time Required for X 3000 6000 9000
D=1000*B Total time Required for Y 10000 15000 20000
E=C+D Total time required per day 13000 21000 29000
Time (in minutes) needed each day to meet the daily market demand for Component X and Component Y.
Net Time Required
Molding 13000 minutes
Grinding 21000 minutes
Finishing 29000 minutes
Available Capacity in minutes
Molding 8640 (6 *60*24)
Grinding 24000 (400*60)
Finishing 33600 (8*60*70)
Major InternalConstraint:
Molding
PRODUCT MIX to maximize Daily Throughput
Component X require less molding time per unit
To maximize daily throughput , we should produce maximum of product X
Daily requirement ofmolding time for X 3000
Balance molding minutes available 5640 (8640-3000)
Number of Product Y can be manufactured 564 (5640/10)
Product mix that willmaximize daily throughput
Number of Units Produced
Component X 600 Units
Component Y 564 Units
3 Molding minutes available=8640+2*50= 9640
Time required per unit of product X 5 minutes
Time required 600 unit of product X 3000 minutes
Balance time available 5740 minutes(8640+50*2-3000)
Number of units of product Y to be produced 574 (5740/10)
Number of Units Produced
Component X 600 Units
Component Y 574 Units

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