Clamping Force
Engineering formulas define the relation of fastening force to the tightening load applied during assembly. The thread torque equation establishes the required torque to achieve a specified tension in a threaded fastener. This calculation prevents both the loosening of the joint and the overstretching of the bolt.
Proper assembly force secures critical high-pressure seals in process piping.
Fastener Mechanics
Mechanical factors such as the bolt diameter, thread angle, pitch, and friction coefficients are represented in the mathematical model. In the thread torque equation, the total torque is divided between the useful tensioning force and the parasitic friction forces. Frictional resistance of the thread and the underhead face consume the majority of the input energy.
The equation calculates the torque required to overcome these resistances.
Force Measurement
Calibration of the industrial torque wrenching tools is performed using torque testers with high-accuracy transducers to ensure correct fastening forces. The thread torque equation relies on friction coefficients that must be verified under actual assembly conditions. Joint tension testing uses a load cell to measure the clamp load and compare the value to the calculated torque.
Specimen surfaces must be free of corrosion to prevent erratic friction readings. Test certificates must document the lubricant type used and the surface roughness of the components.
Lubrication Variable
Surface wear and thread damage will increase friction coefficients, resulting in a reduced tension for a given torque. Reused fasteners exhibit different friction behaviors than new fasteners due to the smoothing of surface asperities.