Capacity Definition
“Capacity is the throughput, or number of units a facility can hold, receive, store, or produce in a period of time” Heizer et al (2017: 346) Capacity Management involves the study of likely demand patterns (Wild, 2002:306), the determination of the capacity required to meet such demand, and the development of strategies for the deployment of resources, in particular for accommodating variability in demand and resource availability
3 Levels of Capacity Management
Long Term Strategic Decisions (Years/Months)
Medium Term Strategic Decisions (Months/Weeks)
Short Term Strategic Decisions (Weeks/Hours/Minutes)
Steps
(1) Measure aggregate demand and capacity
(2) Understand changes in demand and capacity
(3) Determine the operation’s base level of capacity
(4) Identify and select methods of coping with mismatches between demand and capacity
(5) Allocate resources and control capacity over time
Demand Forecast
• Operations needs forecasts that are: (GEAR)
– Expressed in units useful for capacity planning
– Reflect the current capacity adjustment lead times
– As accurate as possible
– Give an indication of relative uncertainty
• Forecasts should take into account our own intentions: (PNP)
– Product promotions
– New product launches
– Product withdrawals
Time Series Components
Long Term Capacity Management
Leading (excess) Capacity Strategies
Advantages
Sufficient demand to keep plants at full capacity, therefore unit costs minimised
Disadvantages
Relatively low plant utilisation, therefore higher costs
Lagging (shortage) Capacity Strategies
Advantages
Sufficient demand to keep plants at full capacity, therefore unit costs minimised
Disadvantages
Measuring Capacity
Output measures (i.e throughout rate) are needed for demand forecasts and for capacity calculations (eg Automotive production line: number of cars per week)
Input Measures are usual for low-volume, flexible processes and for many service operations (Consultation: consulting hours)
Design and Effective Capacity
Planned Loss - Other Loss = Actual output
Utilisation
= actual output/design capacity x 100%
Little Law calculation
Work in process = throughput time x throughput rate
Throughput time = work in process/throughput rate
Example:
– 60 people waiting in queue (Work in process)
– Throughput rate is 4 people per minute (Throughput rate)
– How long before everyone is served? (Throuput time)
It holds for stable systems (inflow = outflow) in the long run, even when there is variability
Managing Capacity-Demand Mismatches
Level Capacity Plan - Keep excess capacity to account for fluctuations in demand
Chase Demand Plan - Adjust capacity levels to meed demand fluctuatios
Manage Demand - Attempt to increase demand to fit in with capacity
Methods of Adjusting Capacity in a Chase Demand Plan
Overtime
Capacity Management in Services
Simultaneity of production and consumption
– Timing
– Location
– Volatility of demand
• Perishability – can’t store outputs
– Demand management
– Yield management
• Heterogeneity – variation in processing time
– Variation in capability of customers and service staff
– Interaction of capacity and service quality
• Queue (waiting line) management