Torque Equation:
Where:
\(\tau\) = Torque (Nm)
\(F\) = Force (N)
\(r\) = Radius (m)
From: | To: |
Torque is a measure of the twisting force required to rotate a bolt or nut. Proper torque is critical for bolt tension, joint integrity, and preventing loosening or breakage.
The calculator uses the fundamental torque equation:
Where:
Explanation: The torque increases with either greater force or longer lever arm distance.
Details: Proper torque ensures bolted joints maintain sufficient clamping force without exceeding the bolt's yield strength. Under-torquing can lead to joint failure, while over-torquing can damage threads or stretch bolts.
Tips: Enter force in Newtons and radius in meters. For practical applications, consider friction, thread pitch, and material properties which may require additional calculations.
Q1: How does torque relate to bolt tightness?
A: Torque is proportional to bolt tension, but friction consumes about 90% of applied torque. Only about 10% actually creates clamping force.
Q2: What are typical torque values for bolts?
A: Torque values vary by bolt size, material, and application. Always consult manufacturer specifications for critical applications.
Q3: Why do torque wrenches exist?
A: Torque wrenches allow precise application of specific torque values to ensure proper bolt tension and joint integrity.
Q4: Does lubrication affect torque?
A: Yes, lubricated bolts require less torque to achieve the same clamping force. Torque specifications assume clean, dry threads unless noted.
Q5: Can I use this for angular torque calculations?
A: This calculates static torque. For angular torque (e.g., rotating shafts), additional factors like angular velocity must be considered.