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Motion, Velocity and Acceleration
The study of motion begins with describing how an object's position changes over time. Velocity is the rate of change of position and is a vector, so it specifies both speed and direction. Acceleration is the rate of change of velocity; an object accelerates whenever its speed changes, its direction changes, or both. A car rounding a bend at constant speed is still accelerating because its direction is changing.
For motion with constant acceleration, a set of kinematic equations relates displacement, initial and final velocity, acceleration and time. These equations allow one quantity to be found when the others are known, and they describe familiar situations such as a falling object speeding up under gravity at a steady rate. Plotting position, velocity and acceleration against time reveals the relationships between them, with the slope of a position graph giving velocity and the slope of a velocity graph giving acceleration.
Newton's laws connect this description to its cause. A net force produces an acceleration proportional to the force and inversely proportional to the object's mass, so heavier objects need larger forces to achieve the same change in motion. Motion control in engineering applies these principles to move machine parts smoothly and precisely, planning the required accelerations and velocities to reach a target position without overshoot.
Frequently asked questions
- What is the difference between speed and velocity?
- Speed is how fast an object moves and has only magnitude. Velocity also includes direction, so a change in direction at constant speed is still a change in velocity.
- Can an object accelerate while moving at constant speed?
- Yes. If its direction changes, such as a car going round a curve, its velocity changes and it is accelerating even though the speed stays the same.
- How is acceleration related to force?
- According to Newton's second law, acceleration is proportional to the net force and inversely proportional to mass, so a given force accelerates a lighter object more.
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Motion
related topic: Mechanical engineering |
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Angular momentum angular momentum |
| Circular
motion and planetary motion
circular motion and planetary motion, Speed and Velocity, Acceleration, The
Centripetal Force Requirement, Mathematics of Circular Motion |
| Circular motion and the law
of gravity
angular velocity, angular acceleration, tangential velocity and
acceleration and, centripetal acceleration, newton's universal law of
gravitation |
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Cycloid |
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Constant motion equations QT movie
constant speed, constant velocity, and
constant acceleration |
| Free
body diagrams gravity, normal force, friction, push or pull, tension |
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Free-fall under gravity
Galileo Galilei was the first scientist to
appreciate that, neglecting the effect of air resistance, all bodies in
free-fall close to the Earth's surface accelerate vertically downwards with the
same acceleration 9.81 m/s2 |
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Harmonic motion Simple Harmonic Motion, spring, equilibrium, mass |
| Inertia
A stationary object will not move unless it is acted on by an unbalanced force,
An object at rest will remain at rest unless it is acted on by a net, external
force, |
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Kinematics the study of motion |
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Kinematic Equations and Free Fall a free-falling object is an object which
is falling under the sole influence of gravity,
Free Fall and Air Resistance, Describing Motion with Velocity vs. Time Graphs,
Describing Motion with Equations, Describing Motion with Diagrams |
| Kinematic friction and kinetic energy |
| Laws
of motion |
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Moments of inertia |
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Motion
Position, Velocity, Acceleration, Graphing Motion, Free fall motion |
| Motion in one dimension translation, rotation and vibration |
| Motion
in one dimension definitions for displacement, velocity and acceleration |
| Motion
in two dimensions displacement, velocity and acceleration as vectors in two
dimensions |
| Newton's Laws
1, Newton's Laws
2 |
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Newton's Laws
an object at rest tends to stay at rest and an object in motion tends to stay in motion with the same speed and in the same direction,
Newton's First Law, Inertia and Mass, State of Motion, Balanced and Unbalanced
Forces, Newton's Second Law, The Big Misconception, Finding Acceleration,
Finding Individual Forces, Free Fall and Air Resistance, Newton's Third Law of
Motion |
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Newton second law
Newton's second law |
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Oscillations pdf file, en
Français |
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Oscillatory motion |
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Pendulum |
| Pendulum and reference frames |
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Pendulum forces |
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Precession of a spinning top Precession of a spinning top |
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Projectile Motion Projectile Motion |
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Right Hand Rule |
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Rolling disc |
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Rotating wheel Rotating wheel |
| Rotational dynamics |
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Rotational motion using the concepts of centripetal acceleration |
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Rotational Motion
Circular motion, Angular position, Angular velocity, Angular acceleration,
Torque, Static Equilibrium, Moment of inertia, Rotational kinetic energy,
Angular momentum |
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Simple harmonic motion and
resonance motion that repeats in a regular pattern over and over again is
called periodic motion |
| Slant projectile motion |
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Springs and
pendulums |
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Straight
line motion Motion along a straight line, displacement, speed, velocity,
acceleration |
| Torque and
rotational motion torque is a measure of how much a force acting on an
object causes that object to rotate |
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Two dimensional motion |
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Uniform circular motion the motion of an object along a circular path |
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Last updated on:
2026-06-24
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