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Structural Design calculators

Structural design calculators: wind load, snow load, seismic base shear, bolt shear and bearing, slab punching shear, live load and seismic detailing.

5 tools, most used first

≋Wind Load CalculatorPressure goes with velocity squared; height enters through the exposure power law.❄Snow Load CalculatorSteeper roofs hold less; above 60 degrees the shape coefficient is zero — but not at valleys and parapets.⌁Seismic Base Shear CalculatorEstimate the period, get the coefficient, multiply by seismic weight.⬡Bolt Capacity CalculatorShear or bearing, whichever is lower, governs — above 9 mm plate it is usually shear.⊞Punching Shear CalculatorA column punching through a slab is a race between the perimeter ring and the load.

What this group solves

Quantity and verification are different jobs. The earlier groups answer how much material; this one answers whether it holds. On the load side there are three: the wind load calculator turns basic wind speed, exposure and height into velocity pressure and design pressure; the snow load calculator turns ground snow and pitch into roof load; and the seismic base shear calculator collapses the earthquake into one horizontal force by the equivalent lateral force method. On the verification side, the bolt capacity calculator shows whether shear or bearing fails first, and the punching shear calculator checks whether the column pushes through the slab.

Three counter-intuitive results are worth reading first. Wind pressure goes with velocity squared, so 25% more wind means 56% more pressure. Roofs feel uplift, not downward push — sizing roof fixings on the 0.8 windward value under-designs them by more than half, which is how light steel roofs come off in cyclones. Snow load multiplies the plan area, not the sloped area; treating it like tiles and applying the roof factor double counts. And punching resistance takes concrete strength as a cube root, so C30 to C50 buys only 18% — depth is the lever, not grade.

Two things only: where the loads come from, and whether the member carries them. The order is not negotiable — dead and live loads first, then combinations; wind, snow and seismic next, then the governing case. The three load tools here return characteristic values. Design still needs partial factors and combination (1.2 dead + 1.6 live, or 1.2 dead + 1.0 live + 1.0 wind), and the worst combination is what goes into the member check.

On the verification side the usual error is picking the wrong lever. In a bolted connection shear and bearing compete and thin plates always lose on bearing. In punching shear the concrete strength enters as a cube root, so C30 to C50 buys only 18% while depth buys 40%. Those are not footnotes — they decide which way to change the design, and getting them backwards means adjusting parameters for an hour with no movement in the answer.

Which one for your case

Basic wind speed — pressure on a wall or roofWind Load Calculator
Ground snow load and roof pitch — roof snow loadSnow Load Calculator
Total horizontal earthquake force at the base of a buildingSeismic Base Shear Calculator
Steel connection — what one bolt carriesBolt Capacity Calculator
Will the column punch through the slabPunching Shear Calculator
What live load to use, and where the code table isFloor Live Load Lookup
Section sizing and whether hoops need tighteningColumn Confinement Zone Calculator
Movement joints on a long structure and how wideMovement Joint Width Calculator

Where this group goes wrong

FAQ

How do I calculate wind load?
Convert basic wind speed to velocity pressure, qb = 0.5 rho V² with rho 1.25, correct for height and exposure with Kz = 2.01 (z/zg)^(2/alpha), then apply the shape coefficient. At 45 m/s and 10 m in open terrain that is 1.06 kPa velocity pressure and 0.84 kPa on a windward face at Cp 0.8. For total push add windward 0.8 and leeward 0.5; for roofs use the negative value.
How do I calculate seismic base shear?
V = Cs W with Cs = SDS/(R/I). SDS is the short period spectral acceleration, R the response modification factor for the system — higher for ductile frames, giving lower shear — and I the importance factor. At SDS 1.0, R 5 and I 1.0, Cs is 0.2, so a 10000 kN building takes 2000 kN of base shear.
How much load can one bolt take?
Whichever of shear and bearing is lower. An M20 grade 8.8 in single shear gives about 120 kN in shear, but against a 10 mm plate with 40 mm edge distance bearing is only 104 kN, so 104 kN is the answer. Thick plates fail the bolt in shear, thin plates crush the hole — for thin plate connections add bolts rather than going up a diameter.
Can wind and snow act at the same time?
Yes, with combination factors. The usual cases are dead + live + 0.6 wind or dead + live + 0.7 snow, not all at full value, because the extremes do not coincide — a once-in-a-century gale rarely arrives with heavy snow. Factors come from the code: 0.6 to 0.7 in Chinese practice, psi factors of 0.5 to 0.6 in EN, 0.75 in ASCE. Where one load dominates it stays at 1.0 and the rest reduce.
Which governs, wind or earthquake?
Height and region. Low-rise buildings are usually wind-governed because seismic force scales with mass while wind scales with height and shape; tall buildings in seismic zones are earthquake-governed. Compare base shears to decide: a 20 m concrete frame sees wind of roughly 0.5-0.8 kPa, under 0.05W in total, against a seismic base shear of 0.20W — four times larger. So mid and high rise are earthquake-governed, and wind is left to check drift and comfort.
Why does a higher concrete grade not fix punching shear?
Because the strength enters as a cube root, vRd,c = 0.12 k (100 rho fck)^(1/3). Going from C30 to C50 raises fck by 67% but the resistance by only 18%. Depth is close to a cubic lever instead — d appears in k, inside the perimeter and as a multiplier — so 20% more depth gives over 40%. Thicken the slab or add a drop panel; it works better and costs less.
What load combinations apply?
Ultimate: 1.2 dead + 1.4 live in Chinese practice, 1.2D + 1.6L in ASCE, 1.35G + 1.5Q in EN. Serviceability: dead + live unfactored, for deflection and crack width. Seismic: 1.2 dead + 0.6 live + 1.3 earthquake, or 0.9D ± E in ASCE. The point people miss is that the gravity part of a seismic combination must be checked at both 0.9 and 1.2, because horizontal shaking puts one column in compression and the opposite one in tension.
How do I tell dead load from live load?
Dead load is self weight and permanently attached material — slab, finishes, ceiling, fixed partitions — and does not move. Live load is people, furniture, equipment and stored goods, which do. They carry different factors (1.2 versus 1.4 or 1.5), so they must be computed separately before combining. The awkward boundary: demountable partitions count as live load, about 1.0 kN/m² or the partition weight spread out, while fixed partitions are dead load; equipment loads come from manufacturer data, never estimates.

Other groups

Results are estimating aids only and are not a design basis. Construction and final accounts must follow the drawings, the applicable standards and an approved method statement. Anything affecting structural safety, shoring or falsework must be checked by a suitably qualified engineer.