Wind Velocity Prediction Calculator

Estimate wind speed from field data. Adjust height, air density, gust, terrain, and pressure inputs. Review equations, exports, and safe planning outputs with clarity.

Calculator Inputs

Measured speed at reference height, in m/s.
Height of known wind speed, in meters.
Height where velocity is predicted, in meters.
Preset controls alpha and roughness length.
Used only when custom terrain is selected.
Used only when custom terrain is selected.
Use 1.225 kg/m³ for standard sea level air.
Dynamic pressure difference, in pascals.
Common early estimate values are 1.20 to 1.50.
Use 1.00 for no added design factor.
Choose one equation or compare with blended output.
Results are converted from m/s.

Formula Used

Power Law Prediction

V₂ = V₁ × (Z₂ / Z₁)^α

Here, V₁ is known wind speed. Z₁ is reference height. Z₂ is target height. Alpha is the wind shear exponent.

Logarithmic Wind Profile

V₂ = V₁ × ln(Z₂ / z0) / ln(Z₁ / z0)

This method uses roughness length z0. It works best when both heights are greater than z0.

Pressure Difference Equation

V = √(2 × ΔP / ρ)

Delta P is pressure difference in pascals. Rho is air density in kg/m³.

Wind Pressure And Power Density

q = 0.5 × ρ × V²

Power Density = 0.5 × ρ × V³

How To Use This Calculator

  1. Enter the measured wind speed at the known reference height.
  2. Enter the target height where wind velocity is needed.
  3. Select a terrain preset or choose custom terrain values.
  4. Add air density and pressure difference if available.
  5. Choose the prediction method and output unit.
  6. Press the calculate button to view results above the form.
  7. Use the CSV or PDF buttons to download the report.

Example Data Table

Case Reference Speed Reference Height Target Height Terrain Alpha Predicted Use
Open field 8 m/s 10 m 50 m Open flat terrain 0.14 Small turbine screening
Suburban roof 6 m/s 10 m 30 m Suburban terrain 0.22 Ventilation review
Urban tower 7 m/s 15 m 80 m Urban center 0.33 Preliminary design check

Wind Velocity Prediction Guide

Wind changes with height, terrain, air density, and pressure. A simple speed value is rarely enough. This calculator lets you compare several prediction equations in one place. It is useful for site planning, ventilation checks, turbine studies, drone review, and structural screening.

Why Wind Velocity Changes

Wind near the ground is slowed by friction. Trees, buildings, hills, and rough surfaces create drag. Smooth land allows wind to grow faster with height. Dense air also changes wind pressure. A cold day with dense air can create stronger force than a warm day at the same speed.

Main Prediction Methods

The power law is fast and widely used. It uses a shear exponent named alpha. Low alpha values fit smooth terrain. Higher values fit cities and wooded sites. The logarithmic law uses roughness length. It is more terrain focused. The pressure equation estimates velocity from pressure difference. It follows the energy relation between moving air and dynamic pressure.

Using More Than One Equation

A single equation may not match every site. The blended method averages valid methods. It is helpful for early planning. It should not replace field measurements. It gives a balanced estimate when inputs are uncertain. Engineers can compare the power result, log result, and pressure result before selecting a design value.

Planning With Results

The final result includes mean speed, gust speed, design speed, dynamic pressure, and wind power density. Mean speed is useful for airflow studies. Gust speed is useful for peak events. Design speed adds a safety factor. Dynamic pressure shows the force trend. Wind power density helps energy checks.

Better Input Practices

Use measured wind speed from a trusted station. Match the reference height with the station height. Choose terrain carefully. Do not enter a roughness length greater than either height. Use local air density when possible. Sea level standard density is 1.225 kg/m³, but altitude and temperature can change it.

Limitations

This tool gives an engineering estimate. Real wind is turbulent and directional. Local obstacles can create sudden speed changes. For permits, towers, bridges, or public safety decisions, use certified local codes and professional review and documented site wind notes.

FAQs

1. What does this calculator predict?

It predicts wind velocity at a target height. It also estimates gust speed, design speed, dynamic pressure, wind power density, and a Beaufort class.

2. Which method should I use?

Use power law for quick height correction. Use logarithmic law when roughness data matters. Use pressure method when pressure difference is known.

3. What is alpha?

Alpha is the wind shear exponent. It describes how wind speed changes with height. Smooth terrain has lower alpha. Urban terrain has higher alpha.

4. What is roughness length?

Roughness length is a terrain drag value. It represents surface resistance from land, water, buildings, crops, or trees.

5. Why is air density needed?

Air density affects pressure and power. Dense air creates more force at the same wind speed. Standard sea level density is often 1.225 kg/m³.

6. What is gust factor?

Gust factor converts mean velocity into an estimated peak gust. Higher values represent more turbulent or uncertain wind conditions.

7. Can I export the result?

Yes. After calculation, CSV and PDF buttons appear above the input form. They download the current result data.

8. Is this suitable for final engineering design?

It is best for estimates and planning. For final design, permits, and safety work, use local codes and professional review.

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Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.