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There is a direct linear relationship.

There is a direct linear relationship.

There is a direct linear relationship.

There is a direct linear relationship.

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There is a direct linear relationship.

Q: What trend do you notice when comparing the length of the wrench radius and the torque?

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There are many different types of measurements. Some of these different types include, volume, weight, density, force, energy, length, speed, and torque.

Torque is measured as a unit of length times a unit of force, so the SI unit is Newton-meters (Newton times meters). Imperial units would probably be something like foot-pound. Note that this is unrelated to energy units, also measured in Newton-meters. The unit "joule" as an equivalent for Newton-meters is only used for energy units, not for torque units.

Torque and horsepower are two separate ratings.

vtech is having 2 cams one for low end torque then switches to the other for high end torque vtech is having 2 cams one for low end torque then switches to the other for high end torque

Yes, torque can have a negative value in physics. Torque is vector energy. Torque is the vector analogue of Work involving force (F) and displacement (D) vectors and the angle (FD). For example Work W = -F.D= -|FD|cos(FD) and Toque T = FxD =|FD|sin(FD). Torque can be negative dependent on the sine(FD). Work and torque is an example of the quaternion nature of physics; for example Quaternion energy E = FD = -F.D + FxD, the real energy is called work F.D and the vector energy is called torque, FxD.

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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

Torque is the cross product of radius and force .Torque is a twisting effect. Torque is the cross product of radius and force .Torque is a twisting effect.

Torque in a DC motor is produced by the interaction between the magnetic fields created by the stator (fixed part) and the rotor (rotating part). As electric current flows through the coils in the stator, it creates a magnetic field that interacts with the permanent magnets or electromagnets in the rotor, causing it to rotate and produce mechanical torque.

t = r X F, where t is torque, r is displacement, and F is force; all quantities are vectors. Because the formula contains a cross product, the magnitude of the torque is given by the expression rFsin(Î¸), where Î¸ is the angle between the position vector and the force vector.

A torque arm, or a radius rod, is called a "bakaxelstag" in Swedish.

The pendulum frequency is dependent upon the length of the pendulum. The torque is the turning force of the pendulum.

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

Not at all possible. Torque defined as the moment of the force about a point or an axis of rotation. Torque tau vector = radius vector x Force vector. Radius is to be measured only from a given point or given axis. Hence axis in very important

Not at all possible. Torque defined as the moment of the force about a point or an axis of rotation. Torque tau vector = radius vector x Force vector. Radius is to be measured only from a given point or given axis. Hence axis in very important

from power= torque*angular speed u can calculate torque and from torque u can find the force if the radius is known.

Firstly could you be so kind to explain to me what "linear torque" is. I'm pretty confident that torque = force x radius at which that force is applied, thus the term linear torque cannot exist. Also torque is simply the angular version of force, I'm going to take a stab at this and assume that what you really want to know is how to convert torque to force. Since the equation defining torque is T=FR, where T is torque, F is force and R is the radius at which that force is applied, then the force (by simple algebraic rearranging) is simply T/R.