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GuidePublished 16 Aug 202615 min readBy KEVOS Editorialcost of accelerating r&dtime cost elasticityschedule compression estimateproject complexity cost overrun
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KEVOS AIManaging Acceleration: Complexity and Trade-offs

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Managing Acceleration: Complexity and Trade-offs

Two firms running the same project do not pay the same price for the same six months. Here is what sets the steepness of your own curve, what to do when complexity is the thing driving it, and the single number a 1989 practitioner source offers for pricing a compression decision.

Reading time16 minutes
LevelAdvanced
Topic streamRd Project Management
Source materialR&D Management Papers
Updated2026-08-16

In brief

  • The four mechanisms behind the time-cost curve are common to all R&D projects. How steeply the curve rises is not — R4 names five factors that differ between projects and between firms.
  • Two of the five run against intuition: being the larger organisation is a disadvantage in a speed race, and a professional-heavy project looks cheaper to accelerate only because the extra hours are unpaid.
  • Complexity gets its own argument and its own remedy. The remedy is to make the project smaller — disaggregate it and introduce features incrementally — rather than to manage it harder.
  • The headline metric is a cost-duration elasticity: the percentage increase in cost from a 1 percent decrease in duration. Three studies recomputed into that metric give 1.75, .88 and 2.00.
  • Those three are point estimates at one place on the curve, about 10 percent above the minimum possible completion time. They are not constants, and the article carries no original data of its own.

Five factors that set the steepness of your curve

R4 treats the shape of the time-cost curve as general and its gradient as specific. Why cost rises at all, and why it rises at an increasing rate, is covered separately in why costs increase when projects accelerate. What follows is about how much.

THE FIVE FACTORS INFLUENCING THE COST OF ACCELERATION

FactorDirectionMechanism R4 givesCaveat R4 attaches
Technological difficulty — projects pushing the state of the artSteeper curve, more severe penaltiesTwo reasons. Projects closer to the state of the art involve more uncertainty, so information gaps are more severe when compression increases task overlap. They also involve more tasks where it is uncertain which of several approaches will work, so compression means funding more approaches across more technical tasks.—
Firm sizeLarger firms pay moreMore coordination and consultation may be required before any major decision. Accelerating an important development project would almost certainly require substantial coordination and planning; the same decision might be taken in a small firm on the basis of a single conversation or meeting.The effect depends on organisational factors. A highly flexible organisation with an extremely responsive R&D support staff may mitigate it substantially — but other things equal, size carries a penalty.
Relevant prior experienceLess experience, dearer accelerationThree sub-mechanisms. Firms that have run similar projects know which parts are most cost sensitive under compression; experience may reduce the cost of increased overlap between tasks; and experienced firms may choose more wisely among the approaches to uncertain technical tasks.—
Project scaleLarge projects, greater penaltiesLarge and expensive projects obviously cost more per unit of acceleration in absolute terms, but even relatively the penalty may be greater: large projects may already sit in a region of more severely diminishing returns to added personnel at normal staffing, and they suffer more from network compression as the task network densifies.Complexity is a related but distinct driver of time sensitivity, treated separately below.
Professional workers in the labour mixHigh professional content, smaller penaltiesWhen a project is accelerated, labourers must be paid more in overtime even if no additional workers are hired. Professional workers are usually expected to contribute whatever time is necessary to complete the task, without additional compensation.This considers only wages and salaries. It leaves out any negative effects from declines in morale or organisational effectiveness.

Close paraphrase of R4's five factors. Four of the five are largely fixed in the short run, which is what makes this a capability question rather than a willpower question.

Caution

The professional-labour factor is an accounting effect, and R4 says so

The reason a professional-heavy project is cheaper to accelerate, on R4's own account, is that the additional hours are not paid for. That is a statement about the wages line, not about the true cost.

R4 attaches the exclusion explicitly: morale and organisational-effectiveness effects are not in the comparison. Reading factor 5 as "our people can just work harder, so speed is nearly free" inverts what the article actually claims.

Complexity, and the remedy R4 names

Complexity is treated as a driver in its own right. R4 reviews data quoted from a consulting firm's quarterly, which was itself reviewing others' work, showing substantial cost overruns associated with very complex projects. All three figures below are externally cited — quoted by R4 from that review, not measured by R4, and third-hand by the time they reach this page.

  • A large computer manufacturer's mainframe product line development spent two to five times its original estimate — externally cited figure, quoted from a consulting review.
  • Offshore oil development estimates often fell 100 to 150 percent short — externally cited figure, same source.
  • A survey of 44 plant design and construction projects in synthetic fuels and chemicals showed significant cost overruns in more than three fourths of them — a finding of another study, cited from the same source.
From the source

The stated remedy is to make the project smaller

To avoid these complexity-related cost penalties, R4 reports, some companies have disaggregated major development projects and spread them over time — introducing new features incrementally rather than all at once.

That is a structural response, not a management-effort response. It changes what is being accelerated instead of trying to accelerate the same thing more skilfully, and it works on two of the five factors at once: project scale, and the density of the task network.

The competitive-strategy layer

R4's five factors are meant to be read comparatively. The observations, it says, suggest to R&D managers the conditions under which one is more likely to be successful in competitive rivalries.

Reading your position against a rival's

IfTwo equally-sized firms are competing to field a new product and one has more experience in related development
ThenThe less-experienced firm will probably pay a greater premium to get to market quickly. Its curve is steeper at the same point.
IfYou are the less-experienced firm and the premium is real
ThenWeigh it against the total return on the new product, the prestige advantages of being first to field it, and other concerns. R4 does not say the premium settles the question.
IfYou are the larger organisation
ThenExpect coordination and consultation overhead to be part of the price — unless your R&D support function is genuinely responsive, which R4 allows can mitigate the effect substantially.
IfYou do not know the size of the penalty a contemplated acceleration will produce
ThenThe strategic calculus cannot be run at all. R4 makes this the precondition for everything else in the section.

The conclusion R4 draws is that knowledge of the relative time-cost tradeoff of the firm versus its competition should be an important consideration in competitive strategy. Racing on speed is presented as a capability question — a position on a curve set by experience, scale, size and technological difficulty — not a matter of resolve.

Estimating the cost penalty — the article's headline metric

R4 makes results from different studies comparable by converting each into one quantity: the percentage increase in cost that results from a 1 percent decrease in project duration. That is a cost-duration elasticity, and it is what the article is usually quoted for.

PERCENTAGE INCREASE IN R&D COST FOR A ONE PERCENT REDUCTION IN PROJECT DURATION

Project type and sourceValueProvenance
Hardware projects — an econometric study of chemical, electrical and machinery R&D projects1.75Finding of that one study, recomputed by R4 into the common metric
Software projects — a software engineering economics study.88Finding of that one study, recomputed by R4 into the common metric
Software projects — a software cost estimation study2.00Finding of that one study, recomputed by R4 into the common metric

Each value is computed for a point about 10 percent above the minimum possible completion time. The two software estimates disagree by more than a factor of two and straddle the hardware figure, so no blanket claim about software's compressibility survives this table.

From the source

The evaluation point is part of the number

R4 states that each percentage is computed for a point about 10 percent above the minimum possible completion time. The elasticity is point-specific, not a property of the whole curve.

Two adjustments follow from that, both stated: penalties become greater as you approach the absolute minimum completion time, and they are less severe at high durations relative to the minimum. And given two firms conducting the same R&D project, one may face a higher or lower value depending on relevant developmental experience, firm size and the other factors above.

Caution

The "1 to 2 percent" rule is a synthesis, not a measurement

The often-quoted conclusion — that a 1 percent reduction in duration can increase costs on the order of 1 to 2 percent — is R4's own general rule, derived by bracketing three point estimates that were each evaluated at one specific place on the curve.

R4 contains no original data at all. Every number in it is recomputed from prior studies, cited third-hand from a consulting review, drawn from a press report on one case, or invented for a hypothetical. The rule is a useful order-of-magnitude starting point and nothing more.

Worked example — pricing a six-month acceleration

R4 closes on a hypothetical two-firm comparison. Every figure in it is invented for the illustration; none of it is measured.

R4's hypothetical, step by step

  1. Set the baseline

    Two firms, each with an R&D project originally planned to run five years at a development cost of $100 million. Hypothetical figures.

  2. State the compression

    Each contemplates accelerating the project by six months.

  3. Convert to a percentage

    Six months on a five-year schedule is a 10 percent reduction in duration.

  4. Apply the elasticity band

    At 1 to 2 percent cost increase per 1 percent duration reduction, a 10 percent reduction implies a 10 to 20 percent cost increase.

  5. Read the result

    An estimated total increase in R&D project cost on the order of $10 to $20 million. A worked illustrative result, not a benchmark.

  6. Adjust for who you are

    R4's own qualifier: if one of the two firms were larger, or had less relevant developmental experience, or used relatively less professional labour on the project, the cost penalty could be greater.

Source example — illustrative only

What the example is actually demonstrating

The arithmetic is trivial on purpose. The demonstration is that an acceleration decision can be given a defensible order of magnitude before it is taken, using two inputs a manager already has — the planned duration and the planned cost — plus a published elasticity band.

What it is not is a price list. The same six months on the same five-year schedule costs two different firms two different amounts, and R4 spends its five factors explaining why.

Decision rules, and what the number leaves out

R4's operating rules for an acceleration decision

  • Before entering a speed race, work out the size of the cost penalty a contemplated acceleration will produce. R4 makes this the precondition for a meaningful strategic calculus.
  • Know your time-cost curve relative to your competitors'.
  • Adjust the elasticity for where you sit: penalties are greater near the absolute minimum completion time and less severe at durations well above it.
  • When crashing a critical path, take the cheapest task first, then the next cheapest — and expect each further increment to cost more.
  • Expect to fund parallel approaches if a successful one must be found quickly, including approaches serial search would never have needed.
  • Do not add technical people faster than they can be absorbed; the training penalty scales with the ratio of new to experienced people.
  • To avoid complexity-related penalties, disaggregate major development projects and introduce features incrementally.
  • Expect greater relative penalties if the project is near the state of the art, large in scale, run by a large organisation, or in an unfamiliar field.
  • Do not take the accountant's number as the cost of acceleration — the loss to other projects from pulling talent away will not appear in it.
Source gap

The limits R4 puts on its own estimate

R4 states that for obvious reasons very little research has been done to establish the exact shape of this important tradeoff curve, and positions itself as presenting the current state of knowledge rather than a settled result.

  • The three elasticities are point estimates at one location on the curve and do not hold elsewhere on it.
  • Firm-specific variation is expected: two firms doing the same project may face different values.
  • The opportunity cost of talent pulled from other projects is excluded, and would not appear in accounting figures.
  • Morale and organisational-effectiveness effects of accelerating professional staff are excluded from factor 5.
  • The size effect is conditional on organisational factors and may be substantially mitigated.
  • The article dates from 1989. The five factors and the mechanisms behind them travel; any reading of what counts as a large project, or of the tooling available to compress one, does not.

One last framing point. An acceleration decision is a purchase of time at a rising price, so it belongs in the same conversation as the rest of the project's economics — the discounting conventions in the financial frame for R&D management, the treatment of skewed cost outcomes in risk and uncertainty in R&D financial analysis, and the question of whether the earlier launch is worth what it costs, which is where an option frame such as real options valuation does its work.

What to carry forward

  1. The curve's shape is general; its gradient is yours. Technological difficulty, firm size, relevant experience, project scale and professional-labour content set how steep it is.
  2. Four of those five are largely fixed in the short run, which makes racing on speed a capability question rather than a matter of will.
  3. Complexity has a structural remedy: disaggregate the project and ship features incrementally. Managing the same large project harder is not the answer R4 gives.
  4. The elasticity is the usable output — cost percentage per duration percentage — but it is a point estimate about 10 percent above minimum duration, and it rises as you approach that minimum.
  5. The $10 to $20 million in the worked example is an illustration built from invented inputs. Reproduce the method, not the number.

Frequently asked questions

Can I use 1 to 2 percent as a planning rule?

As an order of magnitude, with the conditions attached. It is R4's own synthesis of three point estimates — 1.75 for hardware, .88 and 2.00 for software — each computed for a point about 10 percent above the minimum possible completion time. It is not a measured constant, it does not hold at other places on the curve, and two firms running the same project may face different values.

Why would being a larger firm make acceleration more expensive?

R4's mechanism is coordination overhead. A major decision such as accelerating an important development project would almost certainly require substantial coordination and planning, where the same acceleration might be decided in a small firm on the basis of a single conversation. The effect is conditional: a highly flexible organisation with a responsive R&D support function may mitigate it substantially.

Is a professional-heavy project genuinely cheaper to accelerate?

On the wages line, yes — labourers must be paid overtime, professional workers are usually expected to contribute whatever time the task needs without additional compensation. R4 states that the comparison considers only wages and salaries and excludes any negative effects from declines in morale or organisational effectiveness, so the apparent saving is narrower than it looks.

What should I do if complexity is what is driving our overruns?

The remedy R4 reports is structural: some companies have disaggregated major development projects and spread them over time, introducing new features incrementally rather than all at once. That reduces project scale and network density, which are two of the factors that make the curve steep, rather than trying to run the same large project more tightly.

How do I turn this into a number for my sponsor?

Follow the worked example: express the contemplated compression as a percentage of planned duration, apply the elasticity band to the planned development cost, then adjust for your position on the five factors and for how close you already are to minimum duration. State that the figure excludes the opportunity cost of the people being reassigned, because R4 excludes it and says it will not appear in accounting figures.

Do the software figures mean software is easier to compress than hardware?

No, and that is the interesting thing about the table. The two software estimates are .88 and 2.00, which sit on either side of the hardware figure of 1.75. One credible estimate says software is roughly half as expensive to accelerate as hardware and another says it is more expensive, so any blanket claim about software's compressibility is unsupported by this evidence.

References and source attribution

  1. R4 - why costs increase when projects accelerate. Practitioner review and synthesis article in a journal for research and technology management, March-April 1989; 3 printed pages; 7 references; one table and one figure. Sections used here: the five factors influencing the cost of acceleration, the complexity argument, the competitive-strategy discussion, the elasticity table and the closing hypothetical.
  2. The econometric study of chemical, electrical and machinery R&D projects, and the two software cost studies whose results R4 recomputes into a common metric, are cited within R4 and were not supplied to this library.
  3. The consulting firm's quarterly review from which R4 quotes the mainframe, offshore oil and plant-construction overrun figures was not supplied to this library. Those figures are recorded here as R4 quotes them, at third hand.
  4. Eleven copyrighted journal articles on R&D project management, supplied as a reading set for a literature review and profiled for this library. Front matter, abstracts, framework sections, tables and figures were read; article bodies were not reproduced, and all content here is paraphrase. The set is a reading list, not a systematic survey of the field.
  5. Supplied teaching source for this library (research methods and research process materials). Used here for page conventions and voice only; it does not treat schedule compression.

Suggested questions for Ask KEVOS

  • Score our project against the five factors and tell me whether our curve is steep or shallow.
  • Run the worked example with our own planned duration and development cost.
  • How much closer to minimum duration are we than the point where the published elasticities were measured?
  • Draft the case for disaggregating our release into incremental features instead of accelerating it.
  • Compare our position with a competitor that has run three similar projects and we have run none.
  • What should I state as excluded when I present this acceleration cost?

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