Operation Management Flashcards

1
Q

Two Operation Fuctions

A

(1) deploying resources to convert input into goods or services;
(2) matching supply with demand.

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2
Q

Business strategy concerns with

A

strategic product positioning to create competitive advantages in price, quality,
time and variety.

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3
Q

3 factors impact on the bottom-line

A

Flow rate, flow time and inventory

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4
Q

four key process capabilities

A

cost, quality, lead time and
flexibility

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5
Q

Little’s law formula

A

Inventory = flow rate * flow time

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6
Q

Little’s law is a useful diagnosis tool for evaluating what?

A

A flow process

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6
Q

Inventory turn formula

A

= 1/(flow time)

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7
Q

Process capacity determines what?

A

the maximum
flow rate sustainable by a process.

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8
Q

What does a process
flow diagram shows?

A

Operations,
flows, and inventories

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9
Q

What is the bottleneck?

A

The resource that has the highest utilization.

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10
Q

Use what to measure demand and capacity when there are multiple job types?

A

时间单位(Time Unit):指用某种时间尺度(如每小时、每天)来表示工作量或产能。它可以帮助你标准化不同工作类型的衡量标准。

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11
Q

Two ways to improve customer waiting experience:

A

managing perception
and reducing waiting time.

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12
Q

What leads to longer waiting time?

A

larger arrival and service variability and higher utilization

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13
Q

How does capacity pooling reduce waiting time?

A

making resources more
flexible so that their
short-term workloads can be balanced.

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14
Q

Important principles for waiting time management

A
  • capacity pooling,
  • specialization,
  • the exponential relationship between waiting time and utilization,
  • service priority
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15
Q

Pros of Specialization

A

allows a resource to complete a task
faster and with more consistency

16
Q

How does Service priority improves overall waiting time performance?

A

reducing the waiting
time of some customers at the expense of longer waiting time of other customers.

17
Q

Newsvendor Model.The optimal capacity level Q * formula

A

Service level = Prob(demand <= Q*) = Cu / (Cu+Co)

18
Q

The quantity Q* optimally balances what between what?

A

balances the costs of mismatch (i.e., overage and underage costs)
between capacity and random demand.