In chemical engineering, the equation of motion is an equation which eventually describes the behavior of any physical system in terms of its functioning and in terms of its motion related to time. The equation of motion describes the physical system through a set of numerical functions which have dynamic variables related to it. These variables are also types of coordinates and time and can also include various components of momentum. The second equation of motion gives distance covered through the object which is moving at a very uniform acceleration altogether. Following that the third equation of motion is the relation between the final velocity and the initial velocity which is constant through the acceleration where the calculation of the displacement of the particles during a particular S is being done through the equation of motion.
Equation of motion
The equation of motion is related to the physical quantities which are time distance initial velocity and the final velocity with the acceleration also facilitates the calculation about the uniform acceleration motion. The equation of motion can be gradually defined through respect to its components where the object moves through a straight line and at uniform acceleration the distance traveled through a particular time also sets an equation to it. Equation of motion by the graphical method is one of the most important ways of putting the equation which relates the velocity and the time of the object along a straight line and is shown graphically. Equation of motion by graphical manner includes time taken by the object, the initial velocity, the final velocity and the acceleration of the motion. The first equation of the motion is gradually known as velocity, the second equation of motion is known as the relation of time while the third equation of motion is known as the positioning of the velocity and relation.
The second equation of motion
The second equation of motion gradually expresses the distance which is covered by the moving objects through a uniform acceleration altogether. The second equation of motion gives the displacement of an overall object which can be constant to its acceleration. The second equation of motion is –
X = X0+ v 0 t + 1 /2 a t 2
This second equation of motion describes the fundamental concepts of an object regarding its motion where the equation governs the motion for an object of three dimensions. They can also be very easily calculated through their expressions and positioning whether the velocity and acceleration of the object have various times attached to it.
Third equation of motion
The third equation of motion is the relationship between the final velocity and the initial velocity which is constant towards the acceleration and the displacement of its particles there can also be calculated as the displacement of these particles during a proper s which is the equation of the motion is derived to. The third equation of motion is –
V2 = U2 + 2as
Where V stands for the final velocity U stands for the initial velocity A is the constant acceleration while S is the displacement of the particle. The first equation of motion describes the relationship between velocity and time. The second equation of motion shows the relationship between displacement and time. While on the other hand, the third equation of motion shows the velocity and displacement relationship. equation of motion by graphical method shows every relationship of the equation of motion.
Conclusion
The equation of motion can be concluded as a numerical formula which is describing the velocity positioning and the displacement of any moving body which can be related to a proper framework. The relationship between the quantities is known as the equation of motion where it is derived that the components like time velocity acceleration and displacement can be applied as the constant motion where the movement is performed through a straight line. Equation of motion can be easily shown through a graphical method and equation of motion by graphical method is one of the easiest ways of handling the equations.