You can read the Wikipedia article on torque, look for other online articles about torque, or read a physics school book - look for the chapters about rotational movement. It is important that you first understand the physics of linear motion - especially Newton's laws of motion, since this is very similar, and physics books will most likely use linear motion as an analogy.
Briefly, the rotational equivalent of Newton's second law (F=ma) is:
(torque) = (moment of inertia) x (angular acceleration)
Torque is expressed in newton-meters, and it is the product of a force, times the distance from the axis of rotation (times an angle function, if the two are not at right angles). For example, less force at a greater distance, from the axis of rotation, can have the same effect.
Torque and moment are both terms used in physics to describe rotational forces. Torque specifically refers to the force that causes an object to rotate around an axis, while moment is a more general term that can refer to both rotational and linear forces. In the context of physics, torque is a type of moment that specifically relates to rotational motion. They are related in that torque is a specific type of moment that causes rotational motion in an object.
Roughly speaking, in physics you learn how our Universe, the world we live in, works.
You can learn about the laws of motion, learn about different dimensions. It would include learning about gravity and properties of matter and much, much more.
Torque is not a force itself, but it is a measure of the rotational force applied to an object. In physics, torque is related to force through the concept of leverage and the distance from the point of rotation. The greater the torque applied, the greater the rotational force exerted on an object.
Common physics torque problems include calculating the torque required to move an object, determining the force needed to create a certain torque, and finding the rotational acceleration of an object. Solutions to these problems involve using the formula for torque (torque force x distance) and applying the principles of rotational motion, such as Newton's second law for rotation (torque moment of inertia x angular acceleration). By correctly applying these formulas and principles, one can effectively solve torque problems in physics.
In physics, torque and moment are essentially the same thing. Both terms refer to a measure of the rotational effect that a force has, with torque typically used in engineering and mechanics, while moment is more commonly used in physics and mathematics. They both involve a force applied at a distance from a pivot point, resulting in a tendency to cause angular acceleration.
If they don't learn physics they will vomit at the plane.
In physics, torque and moment are essentially the same thing. Torque is the rotational equivalent of force, while moment is the rotational equivalent of linear momentum. Both terms refer to the tendency of a force to rotate an object around an axis.
The term "torque" refers to a concept in physics and engineering, rather than a specific entity or organization that could be founded. However, if you are referring to the company Torque, please provide more context, as multiple businesses might use that name. If you meant something else, please clarify for a more accurate response.
Microphysics is a difficult field of physics to learn.
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.
We would learn more about nature and the physical universe, and probably think of another name.