3. Operations management

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Last updated 1:19 PM on 5/18/26
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21 Terms

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Operations Management

Management of the transformation process that transforms inputs such as raw material and labor into outputs in the form of finished goods and services.

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Is transformation processes only for goods?

No for goods and services

<p>No for goods and services</p>
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Goal of operations management

The essence of the operations function is to add value during the transformation process: value-added is the term used to describe the difference between the cost of inputs and the revenue that is created by outputs.

  • For most companies, profitability is a good measure for this value creation: profit = revneue - costs

  • Other ‘value’ measures are of course also relevant: quality, responsiveness, sustainability, resilience

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Hierarchy of objectives & measures

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What are the three fundamental performance measures?

  • Throughput (TH): Number of good (quality) products processed per unit time, e.g. 8 bottles per second

  • Work in process (WIP): The inventory (number of products) in a line (machines and buffers), not including raw materials and finished goods inventory, e.g. 25,000 bottles

  • Cycle time (CT): time between the release of a product to the production line and its completion, e.g. 52 minutes

<ul><li><p>Throughput (TH): Number of good (quality) products processed per unit time, e.g. 8 bottles per second</p></li><li><p>Work in process (WIP): The inventory (number of products) in a line (machines and buffers), not including raw materials and finished goods inventory, e.g. 25,000 bottles</p></li><li><p>Cycle time (CT): time between the release of a product to the production line and its completion, e.g. 52 minutes</p></li></ul><p></p>
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What is the correct relationship between average TH, CT and WIP?

Over the long-term, average work in process (WIP), throughput (TH), and cycle time (CT) for any stable process are related according to:

WIP = TH x CT

Known as Little’s law

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How is the average computed for Little’s law?

  • TH = often: data on finished products over time

  • WIP = data on buffer/stock levels over time

  • CT = Often easiest: Compute TH and WIP using the data, and use Little’s law, WIP = TH x CT, to compute CT.

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Capacity

Maximum average rate at which products can flow thorugh a system

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What is the capacity of a process/machine determined by?

  • r0: ideal rate of machine i not including detractors

  • re: effective rate of machine i, including detractors such as failures, operator inefficiencies and stoppage

<ul><li><p>r<sub>0</sub>: ideal rate of machine i not including detractors</p></li><li><p>r<sub>e</sub>: effective rate of machine i, including detractors such as failures, operator inefficiencies and stoppage</p></li></ul><p></p>
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Bottleneck process

  • Constrains the capacity of the system

  • Bottleneck of a system: process with the highest utilization

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Utilization

Throughput of machine = 8 bottles per second

<p>Throughput of machine = 8 bottles per second</p>
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Utilization

Cycle time and average WIP increase with utilization in a highly nonlinear fashion

<p>Cycle time and average WIP increase with utilization in a highly nonlinear fashion</p>
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Utilization analogy

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Capacity principle

Capacity in a steady state, the average output (throughput) of a system is strictly less than the average capacity

  • It cannot equal capacity due to variability

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Key sources of variability in operations (processing time)

Variability in the processing time due to, e.g.:

  • Product variety

  • Operator speed

  • Quality problems

  • Failures

  • Setups

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Key sources of variability in operations (times between arrivals)

Variability in the times between arrivals of entities to a process due to e.g.:

  • Customer decisions

  • Transportation delays

  • Quality problems

  • Upstream processing stops

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Queueing

At a single processing station with no limit on the number of entities that can queue up, the waiting time (WT) due to queuing is a function of a variability factor (V), a utilization factor (U) and average processing time (T)

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Influence of variability on cycle time and WIP

  • Utilization often has a much higher impact on cycle time/WIP than variability

  • However, increasing cpacity is costly, therefore high utilizaiton is desirable

  • Therefore variability reduction is often key to achieving high performance

<ul><li><p>Utilization often has a much higher impact on cycle time/WIP than variability</p></li><li><p>However, increasing cpacity is costly, therefore high utilizaiton is desirable</p></li><li><p>Therefore variability reduction is often key to achieving high performance</p></li></ul><p></p>
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Variability

Increasing variablity always degrades the performance of a (production) systme

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Variability buffering

We often cannot completely get rid of variability.

Variability will then have to be buffered by some combination of:

  1. Inventory (WIP)

  2. Capacity

  3. Time

The appropriate mix of variability buffers depends on:

  • Physical characteristics of the system

  • Strategy of the system

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Afweging tussen variability of:

  • Larger inventory (WIP) level

  • Increased cycle times

  • Long lead times and/or poor customer service

  • Lost throughput

  • Underutilized (wasted) capacity