Calculate drag-only thrust required, drag coefficient, air density, airspeed or reference area with metric and imperial units. Use the area convention associated with the drag coefficient.
Related Calculators
- Thrust Calculator
- Thrust to Weight Ratio Calculator
- Blade Pitch Angle Calculator
- Change in Velocity Calculator
- All Physics Calculators
Thrust Required Formula
The calculator uses the drag equation. For steady level motion with aligned thrust and no other unbalanced along-path forces, thrust required is equal to aerodynamic drag.
Rearranged forms:
- T = thrust required, in newtons or pounds-force
- Cd = drag coefficient, unitless
- rho = air density
- V = speed relative to air
- A = reference area used to define Cd (frontal area only when that convention applies)
This drag-only calculation does not include rolling resistance, climb force, acceleration or propulsion losses. Wind must be accounted for in speed relative to air; ground speed alone is insufficient.
Useful Tables
The numerical ranges below are illustrative assumptions, not verified typical ranges or recommended defaults. Air density depends on pressure and temperature; use measured or appropriate atmospheric data. Use a drag coefficient measured for the same reference area, orientation and flow regime.
| Condition | Illustrative density assumption | Notes |
|---|---|---|
| Sea level, standard atmosphere | 1.225 kg/m³ | Standard sea-level reference; actual conditions vary |
| Warm low-altitude day | 1.15 to 1.20 kg/m³ | Lower density reduces drag |
| High altitude | Below 1.0 kg/m³ | Depends strongly on altitude and temperature |
| Object type | Illustrative Cd assumption | Comment |
|---|---|---|
| Streamlined car | 0.20 to 0.35 | Varies with shape and underbody design |
| SUV or truck | 0.35 to 0.60 | Larger frontal area also increases thrust required |
| Cyclist upright | 0.7 to 1.1 | Position changes the result a lot |
| Flat plate facing flow | 1.1 to 1.3 | High-drag reference shape |
Result Notes
With density, area and drag coefficient held constant, doubling airspeed makes aerodynamic drag four times larger. The coefficient itself can change with flow conditions.
Use consistent, real-world inputs. A small error in frontal area or drag coefficient can noticeably change the final thrust value.
