The program calculates design wind pressures and the wind loads acting on structures according to standard DPT 1311-50 of the Department of Public Works and Town & Country Planning, with built-in reference wind speed data for every province in the country
Calculates wind pressure by height, story by story, giving the story forces, cumulative shear, base shear and overturning moment, together with a section view showing pressure–suction
H/Ds ≥ 1Uses the simplified method for low-rise buildings, calculating wind pressure on surfaces 1–6 for both wind perpendicular and parallel to the roof ridge, including edge zones E
H/Ds < 1 · H ≤ 23 mCalculates wind pressure on the sign using Cpa from Table B-1, for both perpendicular and 45° oblique wind, giving the total force F and the moment at the post base
Cg = 2.35Produces a calculation report with wind pressure diagrams, per-story or per-surface tables, and signature boxes for the design engineer and reviewer
p = I_w · q · C_e · C_g · C_pp = I_w · q · C_e · (C_p C_g)
The same as the seismic load calculator — everyone can view it, but entering data, switching calculation methods and exporting calculation reports require signing in first
| User status | Can do | Cannot do |
|---|---|---|
| Not signed in | View all screens, graphs and explanations | Enter data · switch between simplified/detailed methods · export reports |
| Logged-in member | Full use of everything | — |
| Lifetime VIP member | Same as above, and the report header uses your own company logo and details | — |
No account yet? See the step-by-step sign-up video guide
The buttons at the very top of the page are the most important decision point, because they determine the entire set of input fields, the formulas and the format of all results
| Type | Use when | What you get |
|---|---|---|
| Medium-rise building | Buildings with H/Ds ≥ 1 (taller than the narrow-side width) | Wind pressure by height · per-story force table · base shear · overturning moment |
| Gabled factory building | Low-rise buildings with H/Ds < 1 and H ≤ 23 m | Wind pressure on surfaces 1–6 · Cases 1 and 2 · edge zones E |
| Signboard | Advertising signs, freestanding walls and directional signs | Wind pressure on the sign · total force F · moment at the post base |
For medium-rise buildings there is an additional button to switch methods
The Site data box is shared by all structure types
You can type to search for the province name · Once selected, the system sets the Reference wind-speed group and the V50 value automatically. Some provinces are subdivided by area, e.g., Tak (Umphang) is separate from the rest of Tak, and Nakhon Si Thammarat / Surat Thani separate the city–coastal areas from other areas
There are 4 levels — temporary · general · public · highly essential to public welfare. Each level shows example buildings and its Iw value below the option
This sets the internal pressure coefficient Cpi
| Option | Cpi | Meaning |
|---|---|---|
| No large openings | −0.15 to 0 | Fully enclosed building |
| Large openings, but closeable | −0.45 to +0.3 | Can be closed during a storm |
| Large openings, doors cannot resist storms | −0.7 to +0.7 | High internal wind pressure; walls and roof need special checking |
A · open — B · suburban/scrubland — C · city center · This value sets the exposure factor Ce, which varies with height; the more open the terrain, the higher the wind load
These appear when the detailed method is selected
| Displayed item | How to read it |
|---|---|
| Factors used | Go through q, Ce, Cg, Cp, Iw one by one with the source of each value; use it to check the work immediately |
| Wind pressure by building height | Windward side Cp = +0.8 (referenced to height z) · leeward side Cp = −0.5 (referenced to height 0.5H) per Fig. B.9 |
| Section view showing pressure | Orange = windward pressure · blue = leeward suction; the solid line increases with height |
| Per-story wind load table | Each row gives z, p windward, p leeward, p total, the story force F and the cumulative shear — the values to carry into the structural model |
| Base shear | The sum of all story forces; compare it with the seismic load to see which case governs the design |
| Base overturning moment | Used to check overturning stability and to design the foundation |
The program calculates the ridge height and the reference height h (the roof mid-height, which must not be less than 6 m) automatically, then uses this h to find Ce
The CpCg values vary with roof slope; the program interpolates linearly for the angle θ entered · Surfaces 1–4 are the windward wall, windward roof, leeward roof and leeward wall
Uses the same values for all slopes 0°–90° · Surfaces 1–6 include both side walls and the windward and leeward gable walls
The edge strips of the roof and walls experience much higher suction than general areas. The program calculates the edge zone width y = the greater of 6 meters and 2z and shows CpCg edge and p edge in separate columns
The Cpa value comes from Table B-1, which depends on the ratios d/h and b/d · The case d/h = 1 means a sign or wall standing directly on the ground · Ce is taken at the height of the sign top
| Value | Source |
|---|---|
| Net wind pressure p | p = I_w · q · C_e · C_g · C_pa where Cg = 2.35 |
| Sign area A | b × d |
| Total wind force F | F = p · A acting at the center of the sign |
| Moment at post base M | M = F · (h − d/2) |
| Field | Meaning | Effect on the calculation |
|---|---|---|
| Province | The project site | Sets the reference wind-speed group and V50 → reference wind pressure q |
| Limit state | ULS or SLS | SLS uses Iw = 0.75, giving lower forces than ULS |
| Importance category | The importance level of the building or sign | Sets the importance factor Iw |
| Structure type | Main structure, or secondary structure/exterior cladding | Cg = 2.0 or 2.5 |
| Opening amount | How the building is open or closed during a storm | Sets the range of Cpi for internal wind pressure |
| Terrain type | A open / B suburban / C city center | Sets Ce by height · the simplified method supports only A and B |
| W · D · H | Building width · depth · height | Sets the ratio H/Ds and the wind-exposed area |
| Number of stories / story height | Used to split the force by story | H = number of stories × story height (equal-stories mode) |
| nD · β | Natural frequency and damping ratio | Used only in the detailed method · default nD = 44/H |
| B · L · eave · θ | Gabled factory building dimensions | θ sets CpCg for Case 1 · the eave and θ set the reference height h |
| b · d · h | Signboard dimensions | d/h and b/d set Cpa · h sets Ce and the moment arm |
The Design engineer and Reviewer fields, with license numbers
The program opens a full-screen document preview
The contents change according to the structure type selected
Choose Save as PDF as the printer · turn on the background graphics option so the colored bands and graphs are included · when done, click ✕ Close
An 8-story RC office building in Bangkok, requiring wind loads for designing the main structure
| Field | Value entered |
|---|---|
| Structure type | Medium-rise building |
| Method | Simplified method (H = 28 m, not over 80 m) |
| Province | Bangkok |
| Limit state | Strength (ULS) |
| Importance category | General building |
| Structure type | Main structure (Cg = 2.0) |
| Opening amount | No large openings |
| Terrain type | B · suburban |
| Building dimensions | W = 24 m · D = 16 m |
| Number of stories / story height | 8 stories · equal for all stories 3.50 m |
What you should see
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Click the method switch button at the top to change to Detailed method, and two more fields appear: natural frequency nD and damping ratio β · If you don't have values from a model yet, you can use the defaults the program fills in for now, and come back to correct them once you have real analysis results
This is the correct behavior — the simplified method per Chapter 2 supports only terrain types A and B. If the building really is in a city center, switch to the detailed method, which supports type C
No, because it exceeds the H ≤ 23 m condition for low-rise buildings per Fig. B.1. Switch to the Medium-rise building type; the program shows a warning automatically when the values entered are out of scope
Use ULS when designing the strength of columns, beams, footings and connections · Use SLS when checking lateral deflection and the vibration perceived by building occupants. The SLS importance factor is reduced to 0.75, so the forces are lower — a single project usually has to be checked for both states
Because Fig. B.9 of the standard specifies a single leeward value Cp = −0.5 referenced to the height 0.5H, unlike the windward side, where Ce increases with height z
It can be calculated and the program will give numbers, but it shows a warning that Cg = 2.35 applies only to signs not taller than 30 m with a natural frequency above 1 Hz. Taller signs require an additional dynamic response analysis before being used for actual design
This program does not save the entered values on your device, so you should export a PDF every time before closing the page, and keep the PDF file as supporting evidence for the calculation report
Choose whichever suits you — Accept all, Reject all, or Cookie settings to choose category by category · If you reject, the program still works fully, because sign-in, language and the data the program needs to run are in the Necessary category, which is always on · Your choice applies to every page on that device for 12 months; you can change your mind via the Cookie settings link at the end of this manual or at the bottom of the home page · Details are in the Privacy Policy, section 6
| Symbol | Full name | Short meaning |
|---|---|---|
| V50 | Reference wind speed | The 50-year return period wind speed for that province |
| q | Reference wind pressure | The wind pressure derived from the reference wind speed |
| Iw | Importance factor | Depends on the importance category and the limit state (SLS = 0.75) |
| Ce | Exposure (terrain) factor | Increases with height and with the openness of the area |
| Cg | Gust factor | 2.0 main structure · 2.5 secondary structure/cladding · 2.35 signboards |
| Cp | External pressure coefficient | +0.8 windward · −0.5 leeward (buildings with H/Ds ≥ 1) |
| Cpi | Internal pressure coefficient | Depends on the amount of building openings |
| Cpa | Net pressure coefficient for signs | From Table B-1 by the ratios d/h and b/d |
| p | Design wind pressure | Wind force per unit area acting on a surface |
| H/Ds | Ratio of height to narrow-side width | Used to classify a building as low-rise or medium-rise |
| Edge zone E | Edge strip of the roof/walls | Width y = the greater of 6 m and 2z · subject to higher suction than general areas |
| nD · β | Natural frequency · damping ratio | Used in the detailed method · default nD = 44/H |