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In kinematics, neither the force that causes motion is not considered nor the mass. So, kinematic analysis of a machine can be done with known values of acceleration, position, and the velocity of parts and their geometry. Consider some of the basic terms and topics you need to understand the complex topics of kinematics.
Rest and Motion
A change in the position of an object with respect to its environment with time can be said to be in motion and if there is no change in the position, it's said to be in rest. Motion is described in terms of displacement (x); the rate of change of displacement (velocity (v)); the rate of change of velocity (acceleration (a)), and time (t). Consider contacting our kinematics assignment help experts for a complete and well-organized assignment expert on this topic.
Types of motion
One-dimensional motion: When only one coordinate of the position of an object is changing, i.e. when a body moves in a straight line, it is called one-dimensional motion. This is an important topic having several sub-topics to be understood, like the frame of reference; position vector; displacement, etc. contact our kinematics assignment experts and get detailed content on this topic.
Two-Dimensional Motion: When two coordinates of the position of an object are changing, it is called two-dimensional motion. Example: projectile and circular motion.
Three-Dimensional Motion: An object or body moving in space can be classified under three-dimensional motion. Depending on the forces acting on the object, it can have a varying or constant velocity. Example: movement of a gyroscope, a flying bird.
Frame of reference
A set of coordinate axes fixed with respect to a space point that is rigid is known as a frame of reference. Space point being the point for fixing reference frames can either be a body or an object. Consider an example to understand why it is important to define a frame of reference in the study of motion:
For a man sitting inside a train, the objects placed on the platform seem to be in motion. Whereas for a man standing on the platform, the objects are at rest. So, if we consider the train as a reference point, the objects are not at rest and if we consider the platform as a reference point, the objects are stationary. Here arises the need to define a frame of reference.
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Graphical Analysis of Motion
x2 = x1 + v (T-t), where v is constant.
Assuming t=0, x2=x1 + vT. Now the position of object x2 against T is a straight line.
So when the graph is a straight line, it will represent a uniform motion of one-dimensional motion, else a two-dimensional motion.
As we discussed above, a frame of reference is necessary for identifying the motion of a body.
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