Work Energy: Work-Energy Theorem

The principles of work and energy are important in physics and engineering, especially since they are used in a great variety of machines upon which today’s industrial technology is based.

“Work” alludes to practically any sort of physical or mental movement, however in science and math, it makes them mean as it were. Work is done when a power produces movement. A train pulling a train takes care of work, so does a crane when it raises a heap against the draw of the earth.

Work is said to have been done when the mark of use of a power moves and is estimated by the result of the power and the distance moved toward the power.

Work = power x distance moved in bearing of power

The S.I Unit of work is known as the joule(J) and is the work done when the place of utilization of a power of 1 Newton travels through 1 meter (m) toward the power.

Larger units are the Kilojoule (KJ) and the Megajoule(MJ)

1 KJ = 1000 j (or 10³J)

1 MJ = 1 000 000 J (or 10⁶J)

ENERGY

Anything which is able to do work, as defined above, is said to possess energy and therefore;

ENERGY is the capacity to do work

Work and Energy are, obviously, both estimated in similar units, in particular joules. The world we live in gives energy in a wide range of structures, of which the main has been Chemical Energy. The usage of the dormant compound energy in coal, oil, and gas delivered in the type of hotness to drive steam turbines and gas-powered motors has been a primary consideration in the improvement of present-day human advancement. Other forms of energy include Electrical, Mechanical, Atomic, Heat, Nuclear Kinetic, and Potential Energy.           

Work done by a constant force

The word “Force” generally denotes a push or a pull. Now, it is not possible to describe a force as we describe work and energy. We can only say what force can do. When a body is acted upon by a resultant force, it will begin to move. If the body is already moving. A force may alter its speed or its direction of motion or else bring it to rest. We, therefore, define force as follows:

Force is that which changes a body’s state of rest or of uniform motion in a straight line

A force causes a body to accelerate. We define our unit of force in terms of the acceleration produced when the force acts on a mass of one kilogram. This unit of force is called the Newton (N) and is defined as follows: One Newton is the force required to give a mass of one kilogram an acceleration of one metre per second2. The Newton received its name in honor of Sir Isaac Newton, who laid the foundations of the study of the relation between force and motion in the 17th century.

The power of which we are continually mindful in our day to day routines is what pulls us towards the earth. This uniform power is called GRAVITATIONAL FORCE.Newton’s law of general attraction expresses that any two particles of matter draw in each other with a power that is corresponding to the result of their masses and contrarily relative to the square of their distances separated. Stringently, this law applies just when the distance is huge contrasted with the elements of the particles.

F & M1M2 & 1/D2

Where F = Force

M1 = Mass of the first particle

M2 = Mass of the second particle

D   =  Distance between two particles

Work done by Non-Uniform Force

On the other hand, a non-uniform force doesn’t move in a straight line. Therefore,  to keep a body moving all around, there should be a power following up on it coordinated towards the middle. This is known as the Centripetal power. This power is anyway needed to deliver the consistent shift in course which happens in the circle and this is given by gravitational fascination.

We can attempt a straightforward test to show centripetal power by safely tying an appropriate mass on the end of a string and swinging it around. The draw in the string which is giving the centripetal power can undoubtedly be felt and we notice that it changes as indicated by mass, speed, and way range. In a research center trial, obviously, the rotary movement of a mass on a turned arm will whenever left to itself, quickly stop infeasibly from air opposition, etc.

Work-Energy 

The law of conservation of energy states that energy is never destroyed but it is only transferred from one form to another. The energy we spend in winding up the weight of a clock is derived from chemical changes in our muscles and this is provided by the food we have eaten.

Potential Energy = Workdone = force X distance