Grade 9 → Mechanics → Motion ↓
Uniform and non-uniform motion
Speed is a fundamental concept in physics that describes the movement of an object from one place to another with respect to time. In this detailed discussion, we will explore two types of speed: uniform speed and non-uniform speed. Both play an important role in understanding the motion of objects in our world, and they lay the foundation for more complex concepts in physics.
What is uniform motion?
Uniform motion refers to the movement of an object in a straight line at a constant speed. In uniform motion, the object covers equal distances in equal intervals of time. There is no change in the speed of the object during the period in which it is moving uniformly.
Imagine a car moving on a straight highway at a constant speed of 60 kilometers per hour. This car is an example of uniform motion because it covers the same distance every hour without any change in its speed.
In the above animation, the red dot represents an object moving uniformly from the start to the end point.
Mathematical representation of uniform motion
The formula for uniform motion can be simply expressed as follows:
Distance = Speed × Time
The implication of this formula is that if you know any two of the three quantities (distance, speed, time), then you can calculate the third quantity.
What is non-uniform motion?
Non-uniform motion occurs when an object travels unequal distances in equal intervals of time. In other words, the speed of the object is not constant, and it may accelerate (increase in speed) or decelerate (decrease in speed).
Consider an airplane taking off. It starts out slow, speeds up quickly, and then slows down again while it's in the air. This is an example of non-uniform motion.
In the animation, the blue dot represents an object experiencing uneven motion along a curved path, and its speed also changes as it moves.
Measuring uneven motion
Non-uniform motion is characterized by variable speed. To accurately describe the motion, we may need to calculate the average speed and instantaneous speed.
Average speed
Average speed is defined as the total distance traveled divided by the total time taken. The formula for average speed is:
Average Speed = Total Distance / Total Time
This provides a general idea of how fast an object is moving overall, but it does not take into account changes in speed at any given moment.
Instantaneous speed
Instantaneous speed shows how fast an object is at a particular moment. This is especially important for objects with uneven motion, as it allows us to understand the exact speed at any specific time.
Difference between uniform and non-uniform motion
- In uniform motion the speed remains constant; in non-uniform motion the speed keeps changing.
- Uniform motion results in equal distances being covered per unit of time; non-uniform motion results in unequal distances being covered.
- In uniform motion the path is usually straight; in non-uniform motion the path may be curved or zigzag.
Real-world examples
Examples of uniform motion
- A passenger train is running at a constant speed of 100 km/h on a level track without any change.
- The minute hand of a watch moves uniformly as it moves around the dial.
Examples of non-uniform motion
- A car accelerates through one stoplight and stops at another.
- A roller coaster that rapidly descends one hill and slows down to climb another hill.
Conclusion
Understanding the difference between uniform and nonuniform motion is fundamental to understanding more complex physical phenomena. While uniform motion provides a simplified model of constant motion, nonuniform motion is more realistic, taking into account the variations we see in everyday life. By knowing these concepts, students can better understand the physics of how and why things move.