Why Is A Tiny Crack More Dangerous Than A Big Dent?

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A dent is metal that moved without coming apart, so a pull still spreads right across it. A crack has a tip so sharp that the same pull piles onto one point, where the metal can be worked dozens of times harder than the metal beside it, and that is enough to tear the crack slightly longer every time the load comes back. The crack that destroyed a de Havilland Comet in 1954 was roughly 0.1 mm long when the aircraft left the factory, and only 25 mm long when the cabin gave way.

Picture a parking lot in August. Someone swings a door into the side of your car and leaves a dent the size of a saucer. You can see it from thirty feet away. You will think about it every time you walk back to the car.

Now picture a hairline crack in the same panel, 3 mm long. You would have to know where to look. Most people never would.

Every instinct says the dent is the damage that matters. Engineers disagree. They disagree hard enough to build whole inspection programs around it. A jet can fly for years with a dent in its skin. A crack a few millimeters long can take the roof off.

What Is The Difference Between A Dent And A Crack?

Push your thumb hard into the side of an empty soda can. The metal dishes inward and stays there. Nothing came apart. Every atom of aluminum that was in that patch is still in that patch, in a new shape. That is a dent.

Now tear the ring pull off and look at the slit it leaves behind. The metal there is no longer joined to itself. That is a crack.

The difference sounds cosmetic. It is not. When you stretch a sheet of metal, the pull has to travel through the material. Engineers track how much pull each small patch carries. They call it stress: force divided by area. It is the same idea that runs through the stress-strain curve.

A dent removes no area. The load walks straight through it. A crack removes area. Nothing crosses a crack, so every bit of load that used to pass along that line has to detour around the ends.

Hold on to that one idea. Damage is dangerous when it concentrates the load, not when it is big.

Same sheet, same pull. On the left the load bends around the flaw and stays spread out. On the right it has nowhere to go but the tip.
Same sheet, same pull. On the left the load bends around the flaw and stays spread out. On the right it has nowhere to go but the tip.

Why Does A Sharp Crack Tip Multiply Stress So Much?

In 1913, an engineer named C. E. Inglis worked out how bad that detour gets. His result is the equation for stress at an elliptical hole, and it fits on one line:

stress at the tip = ordinary stress × (1 + 2√(a ÷ ρ))

Here a is half the length of the flaw. ρ (the Greek letter rho) is the radius of its tip. Rho is a number for how blunt the end is. A wide curve has a big rho. A needle point has a tiny one.

Feed a plain round hole into that equation and you get 3. A round hole in a stretched plate carries three times the stress of the metal around it. Drilling a hole weakens a part by more than the missing metal explains.

Now shrink the tip. Take a flaw 2 mm long and give it a tip radius of one hundredth of a millimeter. The multiplier climbs past 21. Keep sharpening, and the number keeps climbing. Push rho to zero, which is what a real crack tip is, and the equation predicts infinite stress.

Infinite stress is nonsense, and A. A. Griffith noticed that in 1921. He rebuilt the problem around energy, and modern fracture science starts there. But Inglis had the practical lesson already. Sharpness, not size, turns a flaw into a threat.

You have run this experiment yourself, on a bag of chips. Pull the sealed top apart and the plastic stretches and mocks you. Find the little molded notch at the edge, pull from there, and it opens at once. Same bag, same hands, same force. The notch does all the work. It is also why a needle pops a balloon that your whole thumb cannot.

The flaw stays the same length the whole way along this curve. Only its tip changes, and that alone is worth a factor of twenty.
The flaw stays the same length the whole way along this curve. Only its tip changes, and that alone is worth a factor of twenty.

Is A Small Dent On A Car Bad, And Do Dents Get Worse Over Time?

Now put a dent into the same equation. A saucer-sized dent has a tip radius measured in centimeters, so a ÷ ρ is a small number, and the multiplier sits barely above 1. The dent is ugly. Structurally, the metal hardly notices.

Metal has a second trick that glass does not. It is ductile, meaning it can change shape for good without breaking. When a sharp flaw in steel or aluminum meets a heavy load, the metal at the tip yields and flows. Crack tip blunting is the formal name. The metal is quietly widening its own rho to save itself.

So a smooth dent has no engine driving it. Left alone, it does not creep, spread or deepen. It sits there and annoys you.

The catch is the word smooth. Look at how the FAA writes the rule for a dented steel tube in Advisory Circular 43.13-1B. A dent can be patched if it stays small. No deeper than a tenth of the tube's diameter. No more than a quarter of the way around it. No longer than the tube is wide. Then comes the line that matters: the dent must be "free from cracks, abrasions, and sharp corners."

Three size limits, then a sharpness limit. A shallow dish is fine. A hard crease is a different animal. The sharp fold at the bottom of it is a small rho hiding inside a large dent.

A crease along the rear quarter panel. Deeply irritating, and structurally close to meaningless. (Photo Credit: AVDLCZ / Wikimedia Commons, CC0)
A crease along the rear quarter panel. Deeply irritating, and structurally close to meaningless. (Photo Credit: AVDLCZ / Wikimedia Commons, CC0)

How Likely Is A Windshield Crack To Spread?

Glass has no blunting trick. It cannot flow. A sharp tip in glass stays sharp forever, which is why your windshield behaves nothing like your fender.

The numbers are startling. The MIT course on amorphous materials works out the strength of silica glass from the strength of its atomic bonds. The answer is around 35,000 megapascals. Real glass breaks between about 30 and 110 megapascals. Glass is hundreds of times weaker than glass has any right to be.

Griffith found the culprit. Every glass surface is already covered in flaws a few micrometers deep, far too small to see. A flaw about 5 micrometers deep accounts for the whole gap on its own. Your windows are sheets of one of the strongest materials we have, losing badly to their own scratches. Cracks in glass also turn opaque, which is the only reason you can see them.

A stone chip is a flaw thousands of times bigger. It is a ready-made stress raiser, and the pane around it flexes over every bump and swells in the sun. A windshield is also not one sheet. It is two plies of glass bonded to a springy plastic interlayer, usually polyvinyl butyral. That layer grips the fragments. It is why a windshield crack travels as a long thin line instead of emptying into your lap.

So, will a chip spread? Nothing in the material is working to stop it, and plenty is working to help.

The impact point is the small part. The cracks running away from it are the material telling you where the stress went. (Photo Credit: B.H. Dhiaeddine / Wikimedia Commons, CC BY-SA 4.0)
The impact point is the small part. The cracks running away from it are the material telling you where the stress went. (Photo Credit: B.H. Dhiaeddine / Wikimedia Commons, CC BY-SA 4.0)

Why Does Every Flight Make A Crack In An Aircraft Longer?

A pressurized cabin is a balloon that gets inflated and deflated on a schedule. The de Havilland Comet cruised at 40,000 feet (12.2 km). Its cabin was held at the gentler pressure of 8,000 feet (2.4 km). Withey's analysis of the accidents puts the difference across the skin at 8.25 psi (56 kPa). Every flight pumped the fuselage up and let it back down.

Each of those cycles nudges a crack tip forward by a tiny amount. Engineers describe it with the Paris law:

da/dN = A·ΔKm

In words, the growth per cycle equals a constant times the stress swing at the tip, raised to some power m. Withey measured m for the Comet's aluminum alloy and got 4.0. Powers of four are brutal. Double the stress swing and the crack grows sixteen times faster.

Here is the trap. A longer crack concentrates stress harder. That makes it grow faster, which makes it longer still. Fatigue cracks spend almost their whole lives too small to find, then finish the job in a hurry. The same slow arithmetic is what eventually ends ball bearings.

The crack that brought down Comet G-ALYP started as a factory defect of about 100 micrometers. That is the width of a human hair. It reached 25 mm on flight number 1,286. On the test Comet, inspectors first picked out cracks at around 6 mm. Even then, they knew where to look.

The crack was doing nothing visible for years, and everything in the last few weeks. This is the shape of every fatigue failure.
The crack was doing nothing visible for years, and everything in the last few weeks. This is the shape of every fatigue failure.

What Really Caused The De Havilland Comet Crashes?

The Comet entered service in 1952 as the world's first jet airliner. On 10 January 1954, G-ALYP broke up near Elba. On 8 April, G-ALYY broke up near Naples. The fleet was grounded and its certificate of airworthiness withdrawn.

Investigators at Farnborough sank a third Comet, G-ALYU, into a water tank. Then they pressurized it, over and over. It failed after 3,057 cycles, from a rivet hole near the forward port escape hatch. The crack that finished it was under 2 mm long.

You have heard the conclusion. The Comet had square windows, cracks started in the sharp corners, and that is why aircraft windows are round today. It is also not what the wreckage showed.

The crack that destroyed G-ALYP grew from a 10 mm bolthole, more than 50 mm away from the rear ADF antenna window. Strain gauges put the stress near that bolthole at about 70 MPa. At the window edge, where the myth places the crack, it was about 315 MPa. The crack started in the calmer place, because that is where the fastener hole was. As Withey records, none of the cracks in the body or wings of the test Comet came from the cut-outs directly. They came from rivet or boltholes near them.

Do not overcorrect, though. Those cut-outs did measure over three times the surrounding stress. The textbook point stands. Window shape mattered, but by a longer route than the story tells. De Havilland bonded much of the airframe with a glue called Redux, and square cut-outs were too awkward to tool for. Those panels got riveted instead. Withey's verdict is blunt. The blame lies with "the method of fixing the windows and doubler plates onto the pressure cabin", not with the shape of the cut-outs.

A Comet 1XB in BOAC livery. The near-rectangular cabin windows are the ones the story blames, and the ones the wreckage largely cleared. (Photo Credit: Steve Knight / Wikimedia Commons, CC BY 2.0)
A Comet 1XB in BOAC livery. The near-rectangular cabin windows are the ones the story blames, and the ones the wreckage largely cleared. (Photo Credit: Steve Knight / Wikimedia Commons, CC BY 2.0)

How Do Modern Aircraft Stop A Crack From Spreading?

Once you accept that sharpness is the enemy, the fixes almost design themselves.

Round off every corner. A modern cabin window is not a circle. It is a rectangle with generously curved corners, and the radius is large on purpose. A Michigan State teaching problem uses a real widebody panel whose window is 25 by 38 cm (10 by 15 inches), with a corner radius of 50 mm (2 inches). That is a big, lazy curve where a sharp corner would otherwise sit.

Blunt the cracks you already have. When a mechanic finds a crack in a tube, AC 43.13-1B tells them to drill a No. 40 hole, 2.5 mm (0.098 inch) across, at each end of it. The repair for a crack in an aircraft is to make a hole in the aircraft. It sounds like vandalism. It is straight out of Inglis. Swap a tip radius near zero for one of 1.2 mm, and the multiplier falls off a cliff.

Then assume you missed one. Fuselages carry tear straps. The FAA describes the job: to "arrest the rupture of a crack, allowing for safe decompression by fuselage skin flapping." A running crack hits a strap and stops. The skin blows open like a flap, the cabin depressurizes, and the aircraft stays in one piece. Since 1978, 14 CFR 25.571 has set the bar. A design must rule out "catastrophic failure" from fatigue, corrosion, defects or accidental damage. The philosophy is not that cracks never appear. It is that they will, and must not be able to kill anyone before an inspector finds them. It is the thinking behind the margins that let an airframe survive being flown hard.

Not a circle, and not a rectangle either. Every corner on that window is a deliberately expensive curve. (Photo Credit: Andrey Filippov / Wikimedia Commons, CC BY 2.0)
Not a circle, and not a rectangle either. Every corner on that window is a deliberately expensive curve. (Photo Credit: Andrey Filippov / Wikimedia Commons, CC BY 2.0)

Why Do Inspections Hunt Cracks And Ignore Dents?

On 28 April 1988, Aloha Airlines Flight 243 leveled off at 24,000 feet (7.3 km). About 5.5 m (18 feet) of its upper fuselage tore away. A flight attendant was swept overboard and killed, the only death among the 95 people aboard, and eight more were seriously hurt. The crew landed the 737 on Maui.

The FAA's account of the accident explains what had been building. The aircraft's lap joints were bonded, and where the bond had failed, the load moved onto the rivets. Fatigue cracks grew at many neighboring rivet holes at once. The FAA calls this multiple site damage. The danger, in its words: "many small, hard-to-detect cracks can link up ... to form a long, critical crack." They do it without warning.

The tear straps should have caught the rupture. On this airframe they had disbonded too, so the flap-and-hold design never got its chance. The aircraft had flown 89,680 cycles, and cycles, not hours, are what drive fatigue. That distinction had been lost in the maintenance schedule. We cover the decompression side of that day separately.

This is why a maintenance crew will sign off a dent you could see from the gate. Then they will spend an hour running eddy-current probes along a row of rivets that look fine.

Aloha 243 on the ground after landing. The cracks that did this were individually too small to see. (Photo Credit: NTSB, public domain)
Aloha 243 on the ground after landing. The cracks that did this were individually too small to see. (Photo Credit: NTSB, public domain)

So, Why Is A Tiny Crack More Dangerous Than A Big Dent?

Because size was never the question. Sharpness was.

A dent is a large change in shape with a gentle tip, so the load flows around it and stays spread out. A crack is a tiny change in shape with a tip so sharp the load has nowhere to spread. One of them ruins your afternoon in a parking lot. The other multiplies the stress in a fuselage by a two-digit number, at a spot the width of a hair.

Then there is the part that decides everything. A dent has no way to grow. A crack grows using the same stress it creates. Every cycle makes it longer, every extra millimeter makes the tip fiercer, and the fiercer tip makes the next cycle count for more. It is a process that funds itself, and it hides at the bottom of that curve for years before it says anything.

So we round the corners. We drill holes at the ends of cracks to blunt them. We lay tear straps across the roof, and send people out with probes to hunt damage nobody can see. All of it descends from one line Inglis wrote down in 1913.

Next time you catch yourself glaring at a dent in your car door, spare a thought for the crack you cannot find. It is the one doing the arithmetic.

References (click to expand)
  1. Withey, P. A. (1997). "Fatigue failure of the de Havilland Comet I." Engineering Failure Analysis 4(2), 147–154
  2. Roylance, D. “Closed-Form Solutions,” MIT 3.11 Mechanics of Materials (MIT OpenCourseWare) — stresses around an elliptical hole, citing Inglis (1913)
  3. 100 years after Griffith: From brittle bulk fracture to failure in 2D materials — PMC / National Library of Medicine
  4. MIT OpenCourseWare 3.071 Amorphous Materials, Lecture 8: Mechanical Properties — Massachusetts Institute of Technology
  5. Lucon, E. (2024). "Review and Consideration of Apparent Negative Crack Growth in Fracture Toughness Tests" (crack tip blunting) — PMC / National Library of Medicine
  6. AC 43.13-1B, Acceptable Methods, Techniques, and Practices: Aircraft Inspection and Repair — Federal Aviation Administration
  7. Lessons Learned: Boeing 737-200, Aloha Airlines Flight 243, N73711 — Federal Aviation Administration
  8. 14 CFR § 25.571, Damage-tolerance and fatigue evaluation of structure — Electronic Code of Federal Regulations
  9. Galić, J. et al. (2022). "Influence of PVB Interlayer Mechanical Properties on Laminated Glass Elements Design." Polymers — PMC / National Library of Medicine
  10. Chapter 8: Aircraft Fuselage Window, ME 424 course notes — Michigan State University College of Engineering
  11. Aircraft Accident Report NTSB/AAR-89/03, Aloha Airlines Flight 243 — National Transportation Safety Board

How this article was made. It was researched from the sources cited above and drafted with the help of AI, then fact-checked, edited and approved by Abhishek Jain before publication. Illustrations that are not credited to a photographer are generated diagrams or illustrations, not photographs.