md. Imrul Kaes - Capacit Planning 2012-5-30
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Transcript of md. Imrul Kaes - Capacit Planning 2012-5-30
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CAPACITYPLANNING
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Planning: direction and coordination of
firms resources towards attaining the
prefixed goals.
Capacity is the rate of productive capability
of a firm. The objective of capacity planning
is to match the level of operations to the
level of demand.
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Production managers are more concerned about
the capacity planning for the following reasons:
Sufficient capacity is required to meet the
customer demands in time.
Capacity affects the cost efficiency of operations.
Capacity affects the scheduling system.
Capacity creation requires an investment.
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Measurement of capacity
It is easy and simple to measure the capacity of thesection producing homogeneous tangible productswhich can be counted. The capacity of such section ormachine can be expressed in number of units of output
per period. For example, the capacity of a textile mill isexpressed as meters of cloth per day.
It is difficult to express capacities when the companyproduces multiple products and some of the productsrequiring common facilities and others specializedfacilities. Here capacity is expressed as man hours,machine hours etc.
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A gap between the current capacity and desired
capacity will push the firm out of balance
situation. Overcapacity causes high operating
cost, while under capacity causes shortage ofresources and possible loss of customers.
For making a good capacity planning forecastingand demand management is very important.
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Design Capacity
Effective capacity
Actual output
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Design capacity: it is the maximum rate of outputachieved under ideal conditions.
Effective capacity: it is usually less than design capacity
owning to realities of changing product mix, the needfor period maintenance of equipments, lunch breaks,coffee breaks etc.
Actual output can not exceed effective capacity and isalways less because of machine breakdowns,absenteeism, shortage of materials and qualityproblems.
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Design capacity
Effective capacity
Actual output
Lunch break, coffee break, schedule
maintenance
Machine break down, absenteeism,
shortage of materials
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capacitydesign
outputactualnutilizatio
capacityeffective
outputactualefficiency
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Example1:
Design capacity of a factory is 50 tons per day,
effective capacity 40 tons per day and actual
output 36 tons per day. Find out efficiency andutilization of the factory.
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%7272.050
36
%909.040
36
ordaypertons
daypertons
capacitydesign
outputactualnutilizatio
ordaypertons
daypertons
capacityeffective
outputactualefficiency
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Example 2:
A sewing line has three side seam operators per shift. 2 shifts per day, six
days worked per week and eight hours worked per shift. Records indicatethat machine utilization is 75% and operator efficiency is 85%. What isthe design capacity and effective work capacity per week?
Solution:
weekperhours
weekperhours
efficiencyOutputActualCapacityEffective
weekperhoursweekperhours
nutilizatiocapacityDesignOutputActual
weekperhoursweekperdaysdaypershif tsshiftperhoursCapacityDesign
11.254
85.0216
21675.0288
2886283
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weekperpieces
weekperpieces
efficiencyOutputActualCapacityEffective
weekperpiecesweekperpiecesnutilizatiocapacityDesignOutputActual
weekperpieces
weekperdaysdaypershif tsshif tperhourspiecesCapacityDesign
71680
90.064512
6451280.080640
80640
7384120
Example 3:
A factory has an efficiency of 90% and the utilization is 80%.Four process lines are used. The lines operate seven days aweek and three eight hour shifts per day. Each line wasdesigned to process 120 standard pieces per hour. What is theDesign capacity and effective capacity?
Solution:
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Example 2:
A dying factory wants to expand the plant
capacity by adding 1 ton capacity dyeingmachines. It requires 5 hrs to dye 1 ton of fabric
including loading and unloading time. The
machines are used only 85 percent of the timedue to water problem or power restriction. The
required output for the plant is 16 ton per shift (8
hrs). The plant remains open on an average 60%
time due to political unrest and other problems .
Calculate- a) Number of machines required.
b) Estimate the percentage of time that is wasted.
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%50%100160
80
80)80160(
80516
160
820)
206.19
2.0
92.3)
2.05
1
92.3
8.6
66.26,1
66.26,8.6
8.685.08
66.266.0
shiftperton16capacitysystemRequired
wastedtimeofPercentage
hourswastedTime
hourshourston
conditionidealofcaseinshif tperusedbeshouldhoursTotalhours
hoursshif tperusedactuallyhoursTotalb
machinesmachines
hourperton
hourpertonrequiredmachinesofNumbera
hourpertonhour
toncapacitymachineIndiv idual
hourperton
hourpertoncapacitysystemrequiredthenhrshoursavailablewhen
toncapacitysystemrequiredthenhrshoursavailablewhen
hrshrshoursAvailable
shif tperton
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Example 3:
The owner of a garment factory wants to add a newsewing line which will require leasing new equipments
and sewing machines for a daily payment of $6000.Variable costs would be $2 per garment and garmentswould retail for $7 each. Calculate:
a) How many garments must be sold in order to be atbreak even?b) What would be the profit if 1000 garments are madeand sold in a day?c) How many garments must be sold to realize a profit
of $4000?d) If 2000 can be sold and a profit target is $5000, whatprice should be charged per garment?
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daypergarmentsvR
FC
Qa BEP 120027
6000
)
10006000)27(1000
)()
P
FCvRQP
vR
FCP
Qb
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5.7$2
2000
60005000
)(
)
20002$7$
6000$4000$
,
4000$)
R
vQFCPR
Q
FCPvR
FCPvRQ
vR
FCPQd
piecesvR
FCP
QknowWe
PGivenc
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Example 4:
A manager has the option of purchasing one, two or three
machines. Fixed costs and potential volumes are as follows:
Variable cost is $ 10 per unit and revenue is $40 per unitDetermine:
a) The break even point for each rangeb) If projected annual demand is between 580 and 600 units,
how many machines should the manager purchase?
Number of
machines
Total Annual Fixed
Costs
Corresponding
range of output
1 $ 9600 0 to 300
2 $ 15000 301 to 600
3 $ 20000 601 to 900
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unitsQmachinesthreeFor
unitsQmachinetwoFor
BEPnoistheresorangeinnotunitsQmachineoneFor
vR
FCQ
BEP
BEP
BEP
BEP
67.666
10$40$
000,20$,
50010$40$
15000$,
),(32010$40$
9600$,
For two machines, the break even point is 500. This
means that even the demand is at the low end of the
range, it would be above the break even point and thusyield a profit.
Hence the manager should choose 2 machines.
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Make Buy
Annual Fixed Cost $ 150000 None
Variable Cost per unit $ 60 $ 80
Annual Volume (units) 12000 12000
Make or Buy Decision:
Example 5:
A firms manager must decide whether to make or buy a
certain item used in the production system. Cost and volumeestimates of make and buy decision are given below;
Given these number, should the manager buy or make thisitem?
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Solution:
Total Cost = Fixed cost + Volume variable costMake: Total Cost = 15000 + 12000 60
= $ 870,000
Buy : Total Cost = 0 + 12000 80= $ 960,000
Since the total cost of making the item is less than the
annual cost of buying it, the manager should choose tomake the item.
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An item which is required by the company can be
manufactured on any of the three following machinesand also it can be purchased at a price of $5.4 per
component:
Suggest the best option if the requirement is 2000 units
then what would be the decision about buying or
making?
Machine Fixed Cost Variable cost
M1 9000 0.75
M2 8500 0.50
M3 9200 0.05
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9300200005.09200cos,
950020005.08500cos,
10500200075.09000cos,
800,1020004.5,
:
3
2
1
tTotalmachineMFor
tTotalmachineMFor
tTotalmachineMFor
CostTotalbuyingFor
Solution