newton / b per meter emnyutony / em "class =" colorbox imagefield imagefield-imagelink "rel =" gallery-step-images "& gt; By definition of the school textbookphysics, Newton is the force that is acting on the body mass of 1 kilogram of time in 1 second changes the speed of the body at 1 meter per second. In turn, the strength - a measure of the intensity of the impact on a given body of other bodies. From this simple observation - the more applicationsto the object of the power, the faster changing speed. The greater the mass, the greater the force must be applied to the equivalent rate change. The longer the application of the force, the greater the change the speed of the body. Newton used to determine the derivative values: pressure (force divided by area)and t
orque (the force multiplied by the arm).
Newton-meters torque change is accepted.All the same school textbook physics defines the time with respect to some point as the vector product of force for the shortest distance from this point to the force vector.Simply put, the work force in the shoulder.If you pull the rod embedded in the wall three meters long with a force of 100 Newtons, the moment will have 300 Newton meters.It must be remembered that time as the power - the magnitude of the vector, and has a direction other than the values ​​that must be considered when calculating the values ​​of moments.
To translate newton-meters in Newton, you must know the shoulder - the distance from the point, with respect to which we compute the value of the moment, to the line of force.In other words it is the length of the perpendicular from the point in which we calculate the time to the vector of the force.The formula for the translation is as follows: M = F * l, where M - the required amount of torque, F - applied force, l - length of the perpendicular.