IIIOrganization & Project ManagementGuide

Managing Utilization: Between Idle Time and Overload

Full order books feel good until deadlines slip, errors increase, and the best people get tired. Empty weeks feel bad and are often the reason too much gets accepted afterward. Whoever manages utilization rather than suffering it looks for a range, not a maximum.

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Photo: ASAKAWA KOHJI / Wikimedia Commons

Key takeaways

  • Utilization is the share of practically usable working time that is occupied with work. Full utilization is not a sensible goal, because waiting times rise steeply from about 80 percent.
  • According to Kingman’s formula, waiting time depends on three factors: variability, utilization, and processing time. Whoever reduces variability can run at higher utilization without deadlines slipping.
  • Studies from hospitals show that under high load, people first work faster. If the overload persists, speed and quality decline.
  • A utilization traffic light with a target range and measures set in advance replaces the swing between idle time and overload.

Why companies swing between idle time and overload

Many small companies have two states. In one, the team works flat out, overtime is normal, quotes pile up, and customers ask about dates. In the other, work is lacking, and the owner accepts whatever comes, including orders with little contribution margin. A few weeks later, the team is flat out again. Both states cost money, just in different ways.

The article on managing demand instead of just serving it starts with demand: lead times, prices, and a target range for the order backlog. This guide starts with the work itself. It asks: How does a small company manage its utilization so that neither idle time nor overload occurs, and which utilization is the right goal in the first place? To answer it, we clarify the terms, introduce Kingman’s formula as a thinking model, review research findings, weigh two perspectives, and arrive at a utilization traffic light with fixed measures.

A team that is one hundred percent utilized has not a minute for the next urgent order, and that order always comes.

Terms: capacity, utilization, idle time, overload

Capacity is the working time a person or team has available in a period. Practical capacity is the part of it that is actually usable after breaks, coordination, and switching between tasks. The articles on what a process costs and capacity planning put it at about 80 percent of paid time. This assumption applies here too.

Utilization is the share of practical capacity that is occupied with work, with planned projects as well as the base load of day-to-day business. Idle time is practical capacity without meaningful work. Overload exists when more work arises than practical capacity can hold, so that work is left undone or shifts into overtime. It is important that utilization is not a measure of diligence but of the ratio of work to time.

Utilization of a team of four in an example week
ItemHoursCalculation
paid working time1604 × 40
practical capacity12880 percent of paid time
base load of day-to-day business40average of the last four weeks
planned projects70from weekly planning
utilizationabout 86 percent(40 + 70) ÷ 128

Worked example

The thinking model: Kingman’s formula

The guide to capacity planning describes the basic rule from queueing theory: at 80 percent utilization, a new task waits on average four times as long as its processing takes; at 95 percent, nineteen times as long. In 1961, the mathematician John Kingman showed that a second factor belongs to this rule, one often overlooked in companies: variability.

In simplified form, Kingman’s formula reads: waiting time ≈ variability × utilization factor × processing time. The utilization factor is utilization divided by the free remainder, so at 80 percent it is 0.8 ÷ 0.2 = 4. Variability describes how irregularly orders arrive and how differently long they take. With ordinary, random variability its value is one, and then exactly the figures from the capacity planning guide result. If orders arrive more evenly and are more similar, the value falls. If they come in bursts and differ greatly, it rises.

Waiting time of a new task relative to processing time, by utilization and variability
Utilizationlow variability (0.5)ordinary variability (1)high variability (2)
70 percent1.22.34.7
80 percent248
90 percent4.5918

Worked example

This leads to the most important idea of this guide. There is not one right utilization, but one that fits the variability. A team with even, similar orders can work at 90 percent and has the same waiting times as a team with ordinary variability at just over 80 percent. A team with rush orders, emergency calls, and very different tasks, on the other hand, gets into waiting times at 80 percent that another would only reach at almost 90 percent. An image from road traffic fits: a highway with evenly moving trucks tolerates dense traffic. The same highway with on-ramps, lane changes, and braking jams up with far fewer vehicles.

Waiting time relative to processing time at 80 percent utilization, by variability
  • low variability2
  • ordinary variability4
  • high variability8

Worked example using the simplified Kingman formula. The values for ordinary variability match the figures in the capacity planning guide.

What studies show about people under load

The formula treats processing times as fixed. But people are not machines, and research shows that they respond to load. KC and Terwiesch (2009) analyzed operational data from two very different areas of a teaching hospital: patient transport and cardiothoracic surgery with about 3,000 patients. Under increasing load, staff worked faster. With 20 percent more load in transport, transport time fell by 30 seconds; with 10 percent more load in cardiothoracic surgery, length of stay fell by two days.

This acceleration did not last, however. Longer periods of high load, measured by the authors as overwork, slowed the work down again: one percent more overwork lengthened the stay in cardiothoracic surgery by six hours. Overwork also went along with lower quality. Ten percent more overwork was associated with a two percent higher risk of mortality, and under load, patients were discharged earlier.

That people react differently is shown by Ashkanani (2023) with 58,460 calls handled by 23 employees in the call center of a Kuwaiti hospital. On average, the team worked faster under load. Looked at individually, some sped up, others slowed down, and for some the pace only changed above a certain load. The average concealed these differences.

−30 sec.transport time with 20 percent more load
+6 hrs.length of stay per one percent more sustained overwork
58,460calls analyzed from 23 employees

Source: KC and Terwiesch (2009); Ashkanani (2023)

Run at high utilization or keep a buffer? Two perspectives

The first view says: every unused hour is paid for and earns nothing. High utilization spreads fixed costs over more orders and lowers the hourly rate the company must charge. On top of that comes the finding that people work faster under load. A buffer is therefore a convenience a small company cannot afford.

The second view says: the buffer is the condition for urgent work to find room, for deadlines to hold, and for errors to stay rare. Whoever plans close to full utilization pays with waiting times that rise steeply according to Kingman’s formula, and, according to the studies, with quality when the load persists. The guide to measuring on-time delivery shows the same logic from the other side with Little’s law: more orders open at once lengthen throughput time.

I consider the second view the more robust one, with an addition from the first. Idle time really is expensive, and short peaks are not a problem. The goal is therefore neither maximum utilization nor a generous buffer, but a target range whose upper limit depends on variability. Whoever reduces variability may plan higher. This shifts the question from the team’s discipline to the design of the processes.

What idle time and overload each cost

Cost of idle time

  • paid hours without return
  • pressure to accept poor orders
  • discounts to get work
  • visible in the accounts

Cost of overload

  • waiting times and missed deadlines
  • more errors and rework
  • exhaustion and resignations
  • hidden, visible only later

The utilization traffic light: measure and decide in advance

Managing means deciding in advance what happens in which situation. The tool for this is called the utilization traffic light here. Every Monday it is read from the weekly plan for the current and the next two weeks: occupied hours from base load and projects, divided by practical capacity. Each color has fixed measures.

Utilization traffic light of an example company with ordinary variability
ColorUtilizationMeaningMeasures
bluebelow 65 percentidle time loomingprompt sales, follow up on quotes, bring forward internal work and training
green65 to 85 percenttarget rangeplan as intended, keep a buffer free for urgent work
yellow85 to 95 percentbuffer used upaccept new projects only after review, state lead times openly, allow limited overtime
redabove 95 percentoverloadpostpone or hand off projects, consider subcontracting, no new commitments without a date

Worked example

The limits depend on variability. A company with many rush orders sets the upper limit of green closer to 75 percent; one with even series orders closer to 90 percent. Besides the figure, two signals belong on the traffic light that show overload earlier than any calculation: overtime in recent weeks and the number of tasks that slipped from one week into the next. If both rise three weeks in a row, yellow applies even if the calculation shows green.

Which levers work against idle time and overload

According to Kingman’s formula, there are three adjusting screws: variability, utilization, and processing time. Four groups of levers follow, ordered by their lasting effect.

  1. Reduce variability

    Split orders into more even packages, place recurring services in quiet weeks, bundle rush orders into fixed time slots, and limit the number of orders open at once. This allows higher utilization without longer waiting times.

  2. Make capacity flexible

    A working-time account that balances peaks and troughs, employees who master several tasks, and partners for subcontracting agreed in advance. That way capacity follows the load instead of the other way around.

  3. Steer demand

    State lead times openly, promise dates according to utilization, and actively approach existing customers during idle time. The rules for this are described in the article on managing demand.

  4. Fill idle time sensibly

    A list of work that can wait: revising templates, maintenance, training, tidying the filing. Idle time thus becomes planned time for improvement.

In overload, it pays to look at the bottleneck first. Often not the whole team is overloaded, but one person or machine where work piles up. Additional hours only help there. How to find this point is described in the article on Goldratt’s theory of constraints. Recurring peaks over the year, for example before Christmas or in spring, are covered in the article on planning seasonal fluctuations.

Conclusion: how does a company manage its utilization?

We began by asking  a small company manages its utilization so that neither idle time nor overload occurs, and which utilization is the right goal. The right goal is a range, not a maximum. According to Kingman’s formula, its upper limit depends on variability: with ordinary variability, waiting times rise steeply from about 80 percent; with even work later, with erratic work earlier. The studies on work under load add that short peaks are absorbed, but sustained overload costs speed and quality.

In practice, this means: calculate utilization every Monday from base load and projects, keep a traffic light with measures set in advance, and reduce variability first, because that opens the range upward. The sober observation is: a company does not become capable because every hour is planned, but because the unplanned hour is available for what is urgent.

The next step

  1. Calculate your team’s practical capacity for next week: paid hours times 0.8.
  2. Enter base load and planned projects and calculate utilization.
  3. Estimate whether your orders arrive more evenly or more erratically, and set the traffic light limits accordingly.
  4. Write down three measures each for blue and red that apply without further discussion.
  5. Create a can-wait list of tasks for quiet weeks.

Frequently asked questions

What is a good utilization rate?

There is no universal figure. With ordinary variability in orders, a sensible range is roughly between 65 and 85 percent of practical capacity. With even work it can be higher; with many rush orders it should be lower.

How do you calculate utilization?

Divide the occupied hours from day-to-day business and planned projects by practical capacity, that is, paid working time times about 0.8. The result as a percentage is utilization.

Why is full utilization bad?

Because waiting times do not grow evenly with rising utilization but ever more steeply. At 95 percent, a new task waits on average nineteen times as long as its processing takes. In addition, studies show that sustained overload costs speed and quality.

What is Kingman’s formula?

An approximation from queueing theory: waiting time roughly equals variability times utilization factor times processing time. It shows that more even orders allow higher utilization without waiting times rising.

What to do about idle time in a company?

First approach sales and existing customers, follow up on open quotes, and bring forward orders with flexible dates. A prepared list of work that can wait, such as templates, maintenance, and training, also helps.

Sources

  1. Kingman, J. F. C. (1961): The single server queue in heavy traffic. Mathematical Proceedings of the Cambridge Philosophical Society, 57(4), 902-904.
  2. KC, D. S.; Terwiesch, C. (2009): Impact of Workload on Service Time and Patient Safety: An Econometric Analysis of Hospital Operations. Management Science, 55(9), 1486-1498.
  3. Ashkanani, A. M. (2023): The Productivity Spectrum: An Individual-Level Examination of Servers’ Reactions to Workload and Overwork. Arab Journal of Administrative Sciences, 30(3), 555-584.
  4. Little, J. D. C. (1961): A Proof for the Queuing Formula: L = λW. Operations Research, 9(3), 383-387.

All sources in the knowledge base

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