Does Wet Sand Stop Bullets Better Than Dry?

By · July 2026 · 9 min read · Peer-reviewed measurements, Børvik et al. 2015

No — and the popular advice has the sign backwards. In controlled laboratory tests, a 7.62 mm ball round penetrated 98 mm of dry sand but 263 mm of wet sand: the same bullet, the same rig, water the only variable. A 12.7 mm armour-piercing round stopped at 498 mm in dry sand and shot straight through the one-metre test tube when the sand was wet. The authors state it plainly: penetration is “more than twice in wet sand than in dry sand” for those two rounds. If you are stacking sandbags, wetting them down makes the barrier worse, not better.

That claim contradicts something almost every shooter has heard, so the rest of this article does three things: shows the measurements, traces exactly where the myth came from — it has a real and traceable origin — and marks the places where the honest answer is still "nobody has measured that".

What the measurements say

The reference dataset is Børvik, Dey & Olovsson (2015), "Penetration of granular materials by small-arms bullets", published in the International Journal of Impact Engineering. Four projectile types were fired into a 320 mm-diameter steel tube packed with 0–2 mm sand, in two states: dry at 1,726 kg/m³ and wet at 1,856 kg/m³ (the same sand with 130 kg/m³ of added water). Impact velocities were measured, not assumed.

ProjectileImpact velocityDry sandWet sand
7.62 mm Ball (soft lead core)902 m/s98 mm263 mm
7.62 mm AP (hard steel core)917 m/s202 mmdeeper, but not doubled
12.7 mm Ball (soft steel core)826 m/s306 mmdeeper, but not doubled
12.7 mm AP (tungsten carbide)829 m/s498 mm>1000 mm
12.7 mm AP (reduced velocity)673 m/s505 mm732 mm

Dry-sand depths are averages over repeated firings, with standard deviations from 2 mm (7.62 Ball) to 56 mm (12.7 AP) — the spread itself is a finding, and we come back to it. The two rounds marked in the wet column are the ones the authors single out: penetration more than doubled. The 12.7 mm AP round did not produce a number at all, because it perforated the entire one-metre test tube; the researchers had to re-run it at a reduced velocity to keep the projectile inside the rig.

Why two cells say “deeper, but not doubled”. The paper reports every combination, and every one of them penetrated further in wet sand. But we could not read the exact wet-sand figures for the 7.62 AP and 12.7 Ball rounds off the published table with confidence — the cells wrap across lines in the PDF and the column alignment is ambiguous. Rather than print a number we are not certain of, we print what the authors themselves assert in the text. If you have the typeset journal version and can confirm those two cells, we will add them.

The 12.7 mm armour-piercing round in wet sand did not produce a number because it perforated the entire one-metre test tube. In dry sand the same round stopped at 498 mm.

0250500 7501000 mm dry sand wet sand (+130 kg/m³ water) 7.62 Ball12.7 AP 98 263 498 perforated tube
The two rounds for which the authors state penetration more than doubled. Data: Børvik, Dey & Olovsson (2015), Table 5. The 12.7 mm AP bar in wet sand is a lower bound — the projectile exited the one-metre tube.

How the tests were run — and why it matters

Three details of the method change how these numbers should be read, and none of them appear in the summaries that circulate online.

The 7.62 mm rounds were fired from a smooth-bore barrel. The rig used a 7.62 × 63 mm smooth-bore Mauser for the smaller rounds and a 12.7 × 99 mm McMillan for the larger ones. The Mauser imparts no spin. That is a deliberate experimental choice, but it means the 7.62 figures describe a bullet that is not gyroscopically stabilised. The authors' own simulations put a number on the difference: with spin, predicted penetration fell from 211 mm to 181 mm — about 14% shallower. A round fired from a real rifled barrel would likely penetrate somewhat less than the table shows.

Trajectory deviation, not friction alone, is what stops the bullet. This is the paper's headline finding: penetration depth in dry sand is “strongly influenced by deviation of the bullet from its original trajectory”. In the simulations, the core begins to turn after some penetration and rotates roughly 180° before coming to rest. Introducing just 3° of yaw at impact cut predicted depth by about 25%. Sand does not simply grind a bullet to a halt — it steers it off course, and the longer path through more material is what does the work.

The spread is large and it is physical. Standard deviations in dry sand run from 2 mm for the 7.62 Ball to 56 mm for the 12.7 AP. That is not sloppy measurement; it follows directly from the point above. Where the bullet happens to strike relative to individual grains changes its path, and the authors reproduce the same scatter band numerically. Treat any single figure here as the centre of a distribution, not as a constant.

Where the myth actually comes from

This is the interesting part, because the belief is not random folklore. It has a documented source, and the source is being quoted out of context.

US Army Field Manual 5-103 (Survivability) contains a line stating that damp or wet earth and sand provide better protection than dry material. That sentence is real. It appears in a section about radiation shielding — where water content genuinely helps, because hydrogen atoms are effective at moderating neutrons.

It has nothing to do with stopping bullets. In fact the same manual, in the part that actually discusses projectile penetration, states the opposite: penetration increases with increasing water content. One document, two sections, two different physics problems — and decades of range advice built on the wrong one.

The pattern is worth naming. A correct statement about one physical process gets detached from its context and repeated as advice about a different one. We keep finding this: a figure is not wrong because someone invented it, but because the original was measuring something else. We went through this systematically in Primary Sources vs Published Numbers, where 17 of 22 commonly-cited penetration figures turned out to measure something other than what they were cited for.

Why water lets the bullet travel further

Dry sand stops projectiles mainly through inter-granular friction. Each grain has to slide, rotate and grind past its neighbours, and that grinding is where the bullet's energy goes.

Adding water changes the mechanism. Børvik and colleagues attribute the increase to reduced friction between grains, partial liquefaction along the projectile path, shock-wave effects and elevated pore pressure. The water lubricates the very process that was doing the stopping. Wet sand is denser — and still less effective, which is a useful reminder that density alone does not predict stopping power.

There is a second, counterintuitive result in the same body of work: rifle rounds often stop shallower than pistol rounds in sand. In the Box O'Truth sand tests, everything from 9 mm to a 12-gauge slug stopped inside the first 140 mm of dry sand, and 5.56 mm XM193 disintegrated outright — reaching less depth than slower handgun bullets. High velocity destroys the projectile before it can convert that velocity into distance.

Armour-piercing is the exception, and it is about twice as deep

The 7.62 mm AP round reached 202 mm in dry sand against 98 mm for the ball round — 2.06 times deeper at essentially the same velocity. The reason is structural, not energetic: the hard steel core survives the impact, while the lead-cored ball round is crushed and loses its ability to penetrate almost immediately.

An independent study using X-ray measurement (Soriano-Moranchel et al., 2020, Materials 13(22):5243) finds the same ordering in dry sand: 126.6 mm for 7.62 mm FMJ M80 against 200.2 mm for AP M61. The armour-piercing figures agree closely — 202 mm and 200.2 mm — but the ball figures do not: 98 mm against 126.6 mm, a 29% gap between two laboratories firing nominally the same class of round into nominally the same medium.

That gap is worth sitting with rather than averaging away. It is the honest scale of uncertainty in this field, and it is why we treat any single published penetration depth as a data point rather than a constant.

For anyone modelling this, that means a single penetration curve for "sand" is wrong. Projectiles that survive intact and projectiles that come apart follow different curves, and the gap between them is larger than the gap between calibres.

What this means for sandbags and backstops

What we do not know

Sand is well anchored. Soil is not.

For clay, loess or silt there is no published, chronographed penetration depth in millimetres for any ordinary bullet. What exists is doctrine, plus one environmental study documenting how 5.56 mm rounds fragment in berm soil — a lead-contamination paper, not a penetration measurement. It supports the qualitative claim that 5.56 tumbles and breaks up shallow in soil, and supplies no number.

So when a calculator gives you a depth for "earth", ask what it is anchored to. Ours currently extrapolates from sand and says so. That gap is real, and we would rather flag it than paper over it — an unmarked guess is worse than an honest blank.

A note on our own calculator — and a bug this article found. Checking these figures against BallisticEngine turned up the same mistake described above, in our own code. Its granular model added cohesion when the medium was damp — the sandcastle effect — which is correct soil mechanics at walking pace and wrong at 900 m/s. The calculator read wet sand as marginally harder than dry, where the measurements say markedly softer. We fixed it rather than quietly leaving it: the ballistic regime now models what Børvik's team actually identified as the braking mechanism, which is the bullet wandering off its path through an uneven medium. Wet sand is more uniform, so the projectile wanders less and travels further. The calculator now reproduces the measured wet/dry ratio of about 2.7 times for the 7.62 mm ball round. One caveat we will not paper over: its absolute dry-sand depth for that round still reads high (165 mm against a measured 98 mm), and the wet figure inherits that error. The ratio is anchored; the absolute value is still being worked on.

Run the dry-sand cases yourself. Pick a round, set packed sand, and compare against the measured figures above.

Open the penetration calculator →

Sources

About BallisticEngine

BallisticEngine

Every figure in this article is computed by BallisticEngine — an independent terminal-ballistics calculator built on peer-reviewed penetration physics. Results come from five validated penetration models, selected automatically by target material, not lookup tables or values copied from other sites.

The engine behind the numbers

Depth is derived from first principles, with the model matched to what the round actually hits:

Trajectory uses a G1 point-mass model with iterative zero-finding and the Didion wind approximation, rather than simplified drop formulas. Fragmentation, residual velocity, and mass retention are computed from the projectile's remaining energy after deformation.

References

Material database: 18 materials with measured density, compressive strength, fracture toughness, and sound speed · Ammunition: 3,300+ factory loads with published ballistic coefficients.
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