the answer is 210 pounds-inches.
the answer is 50 pounds.
95 ft inches of torque , make sure it is in ft inches of torque and not ft lbs.
The torque absent in an energy meter is the viscous torque. This type of torque is not present because energy meters are designed to measure the energy consumed or generated by a system, and viscous torque is a resistive torque generated due to viscous fluid flow which does not contribute to the energy measurement.
M1 = M2 x L1 / L2M1 is the torque setting of the wrench.M2 is the actual torque applied to the nutL1 is the normal length of the wrenchL2 is the extended length of the wrench (Length of wrench + length of adapter)Remember... Torque = Force x Radius
A torque multiplier increases the torque by increasing the length from which a bolt or nut is turned. This process is referred to as "mechanical advantage."
torque = force * lever length torque = 15 * 55 torque = 825 n-cms
Yes, it is possible for a smaller force to have a large torque because it is usually located at a much greater distance from the center of rotation. Torque is calculated by multiplying the distance by the force.
To increase the torque of a given force, you can increase the distance from the pivot point (lever arm). This is because torque is the product of force and lever arm length. Increasing either the force or the lever arm length will increase the torque.
for a given lever length the force is (150 / 100) times greater torque = force (pounds) * lever length (feet)
The length of a wrench amplifies the torque you can generate with the same amount of force. A longer wrench provides more leverage, making it easier to apply force and generate more torque to loosen or tighten a fastener. Conversely, a shorter wrench requires more force to achieve the same torque.
The torque acting on a pendulum of length L inclined at an angle is given by the product of the gravitational force mg acting at the center of mass and the perpendicular distance from the point of rotation to the line of action of the force, which is L sin(θ), where θ is the angle of inclination. The torque τ = mgL sin(θ).
Breakaway torque is the torque required to start the initial movement, in the loosening direction, of a bolt, screw, or nut from its (non−loaded) at rest position with the locking element engaged. Tightening torque is the torque necessary to move the bolt, screw, or nut along its threaded length in the tightening direction.