What Is Fall Clearance?
Fall clearance is the vertical distance required to prevent a falling worker from hitting the surface below or other objects.
It is essential to ensure that the fall arrest system can absorb the energy of a worker’s fall and provide enough space to stop the fall without causing injury.
Accurately calculating fall clearance ensures that workers are safely protected while working at height.
Factors Affecting Fall Clearance
To ensure that the fall arrest system works safely and effectively, fall clearance calculations must consider several key elements. Here are the main factors that determine the minimum vertical distance required:
Lanyard Length
The length of the lanyard greatly affects fall clearance. The longer it is, the more space is needed to safely arrest a fall.
For example, on a sloped roof project, a worker nearly hit a glass canopy after slipping. His 3-meter lanyard was too loose, causing his body to hang low even though the fall arrest system was active.
That’s why the lanyard length must be adjusted according to the worker’s height and the working conditions.
Worker Height
Worker height also influences fall clearance calculations, as the total length of the safety system (from the anchor point to the ground) must accommodate the worker’s body during a fall. Typically, the worker’s height is added to the calculation to ensure the entire system functions properly.
Safe Fall Clearance
Safe fall clearance is an additional distance added as a safety measure to account for unforeseen factors during a fall, such as connector slack or “bouncing” when the body is caught by the system. The standard value is usually around 1 meter.
This added distance helps ensure the worker remains safe even if there is additional movement after the lanyard tightens, for example, due to rebound or stretching of the shock-absorbing device.
Deceleration Distance
It is important to consider how the safety system stops a fall. Factors such as lanyard elasticity and energy-absorbing systems (like shock absorbers) affect how fast and how far a worker will fall before stopping. The deceleration distance must be calculated accurately to avoid injury during arrest.