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Consider a material that is divided up into many small imaginary cubes and then consider one of these cubes, and then consider one side of that cube. And then consider applying a force to that side of the cube, which could be a push or pull force of some magnitude in any one of three directions, or a combination thereof. The material will divide and transmit that force in a particular way, depending on the material, to the other five faces of the cube, which in turn impart those forces to their next door neighbour cube's faces. If the cube is not accelerating, all the forces between it and its neighbouring cubes cancel each other out. That is, the forces will be equal and opposite. If all the forces do not cancel, then the cube of material will accelerate. For example, if there is some non-cancellation of forces in the steel material of a bridge, some of the small cubes will accelerate. If a force between some neighbouring cubes is a bit too large, beyond some elastic limit, small failures of the material could occur which might lead to larger failures.

Or, more simply, one could say that an upcoming physics exam would be stress in physics.

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