Isolated Systems in Physics: Definition and Examples

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  • 0:01 What Is a System?
  • 1:52 Examples of Isolated Systems
  • 4:04 The Reality of…
  • 5:06 Lesson Summary
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Lesson Transcript
Instructor: Sarah Friedl

Sarah has two Master's, one in Zoology and one in GIS, a Bachelor's in Biology, and has taught college level Physical Science and Biology.

Systems are important to understand when studying physics, but they are not always easy to describe. In this video lesson, you'll identify isolated systems and understand what makes them unique.

What Is a System?

We talk a lot about systems in physics, but this tends to be a tough concept for many students. The idea of a system is simple, but the application of it can be somewhat tricky. Simply put, a system is two or more objects. But this is a bit vague, isn't it?

To make it even trickier, what we are really interested in understanding is an isolated system. Now, instead of just any old set of objects, we have the added stipulation that the total amount of energy in the system doesn't change. Another way of looking at it is to say that there is no external net force on the objects in the system, or that the objects in the system are isolated from external forces.

An external net force on a system comes from something outside of the system. In other words, it comes from something other than the objects within the system itself. If you need to get a stalled car moving, you probably won't get very far if you sit in the driver's seat and push from the inside. Instead, you get a bunch of people to apply an external force from the outside. In fact, you could get 5 of the strongest men in the world to push from the inside, but in that position, they're part of the system, so the force doesn't do much good there.

In order for the force to be external, the force has to be unbalanced, meaning that there is no other force that opposes it with the same magnitude. If you and your friend push on opposite ends of the stalled car, it's going to stay right where it is because the two forces are balanced - they're acting with the same magnitude but in opposing directions. They are working against each other so they essentially cancel out, making both of you part of the isolated system! It would be much wiser to have your friend help you push from the same end so that the force is unbalanced, taking you out of the isolated system with the car.

Examples of Isolated Systems

The car is a pretty straightforward example of an isolated system because it's easy to see how you wouldn't move it by pushing from the inside or by pushing from opposite sides. But objects in an isolated system aren't always clearly contained like this.

For example, a head-on collision between two cars could either be an isolated system or not, depending on the forces involved. If the head-on collision is between two vehicles traveling on a road that provides a large amount of friction, the cars are not part of an isolated system because there is an external force of friction at work there.

However, take friction out of the equation and the crashing cars become an isolated system. This is because the forces they exert on each other cancel out as they collide, and there are no external forces involved.

Billiard balls are part of an isolated system because as they collide, they too exert balanced forces on each other. When the cue ball hits another ball, the momentum from the first ball is transferred to the second ball, sending it rolling across the table. In the absence of friction from the table, the two balls are part of an isolated system because there are no external forces at work.

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