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What is the difference of one and two dimensions of kinematics?

The main difference is that there is an extra variable. Say you are using one dimensional kinematics. An example would be the change of a mass on a spring moving along one direction. You could describe this movement along one variable, x, and relate that movement to time or whatever independent variable that makes sense. When you begin to talk about two dimensional kinematics you introduce another variable. Say you throw a ball across a field. The ball will not just move along the x axis but will also move along the y is a travels up and down. So now you have 2 variables that depend on the independent variable of time. Because of this we say that it is two dimensional.


How nautical and navigational terms use in maritime being related into kinematics and physics?

Nautical and navigational terms, such as speed, velocity, and position, are fundamental in describing the motion of ships and boats at sea. These terms are interconnected with the principles of kinematics in physics, which study the motion of objects without considering the forces that cause the motion. Understanding nautical and navigational terms in the context of kinematics can help maritime professionals predict and analyze the motion of vessels for safe and efficient navigation.


What is the study of kinematic called?

motion


Who Discovered Kinematics?

Kinematics as a branch of physics was developed and formalized over time by several scientists including Galileo Galilei, Isaac Newton, and Leonhard Euler. Galileo is often credited with laying the foundation for kinematics by studying the motion of objects and developing the concepts of speed and acceleration.


What is the relationship between kinematics and dynamics in the study of motion?

In the study of motion, kinematics focuses on describing the motion of objects without considering the forces causing the motion. Dynamics, on the other hand, deals with the forces that cause motion. The relationship between kinematics and dynamics is that kinematics provides the foundation for understanding how objects move, while dynamics explains why objects move the way they do by considering the forces involved.

Related Questions

In 2 dimensional kinematics can the x component of a vector be great than the vector itself?

No.


What is the term to use to describe the study of motion?

kinematics... apex physical science.


What is the difference of one and two dimensions of kinematics?

The main difference is that there is an extra variable. Say you are using one dimensional kinematics. An example would be the change of a mass on a spring moving along one direction. You could describe this movement along one variable, x, and relate that movement to time or whatever independent variable that makes sense. When you begin to talk about two dimensional kinematics you introduce another variable. Say you throw a ball across a field. The ball will not just move along the x axis but will also move along the y is a travels up and down. So now you have 2 variables that depend on the independent variable of time. Because of this we say that it is two dimensional.


Formula for kinematics?

The formula for kinematics can be expressed as: [v = u + at] [s = ut + \frac{1}{2}at^2] [v^2 = u^2 + 2as] Where: (v) is the final velocity, (u) is the initial velocity, (a) is the acceleration, (t) is the time, and (s) is the displacement.


Kinematics equations are used only by physicists and people who work in space.?

No, it is also used by students taking Physics and their professors.You can use kinematics to find a shortcut (resultant vector) on how a plane or ship moves. You can use robot kinematics to find how a robotic arm will move. You can use it to study how particles move. You can use linear kinematics to discuss how a football player moves across the field. You can use it to design a track for a Hot Wheels racecar to go on.***Kinematics equations are used in LOTS of professions. For example, a person investigating a car accident to determine fault could use kinematics, dynamics and momentum equations to evaluate the claims of each driver (as to initial speed or coming to a full stop at a stop sign) from skid marks, final distance & direction from the point of impact.No, it is also used by students taking Physics and their professors. You can use kinematics to find a shortcut (resultant vector) on how a plane or ship moves. You can use robot kinematics to find how a robotic arm will move. You can use it to study how particles move. You can use linear kinematics to discuss how a football player moves across the field. You can use it to design a track for a Hot Wheels racecar to go on.


What dimensional figure best describes one face of a refrigerator?

A 2-dimensional figure. A 2-dimensional figure. A 2-dimensional figure. A 2-dimensional figure.


If at rest is there kinematics?

No, kinematics specifically refers to the study of motion. If an object is at rest, there is no motion occurring, and therefore no kinematics.


How many kinds of kinematics?

There Is Approximately 8 different types of kinematics depending on the data present in the library. These are called kinematics types, because the classification is related to the kinematics of the reactions.


Is kinematics the description of why things move?

No kinematics does not describe why things move. Mechanics is divided into two parts - 1. Dynamics 2. Statistics Dynamics is again divided into two parts- 1. Kinematics 2. Kinetics Kinematics- Kinema is a Greek word which means motion. Its the study of motion of the objects. It does not take into account, the factors causing motion. Kinetics deals with the mass of the body that moves and the cause of its motion.


What has the author Richard John Durley written?

Richard John Durley has written: 'Kinematics of machines' -- subject(s): Kinematics of Machinery 'Kinematics of machines' -- subject(s): Accessible book, Kinematics of Machinery


Is a kite 3 Dimensional or 2 Dimensional?

2


What careers use kinematics?

Kinematics are mostly concerned with the geometrically possible motion of a body or system of bodies, without consideration of the forces involved. It is used in describing the spatial position of bodies or systems, their velocities, and their acceleration.