All models of electric circuits have their strengths and weaknesses. One strength of the Plinko model is how it helps us think about energy in an electric circuit based on the Drude model from 1900. One weakness is that the incline representing the load and the track representing the wire appear mostly empty of conduction electrons. To be more realistic, both the incline and the track should be “full” of steel ball bearings (or roughly one ball bearing for each screw, for example). I also carefully edited the video so it starts with ball bearings moving in every part of the circuit. If I was physically demonstrating this in class, there would be a short interval when I get the first few steel ball bearings going and much of the circuit appears empty of electrons. This would lead to misconceptions similar to the water pipe model for circuits where students can easily imagine pipes empty of water (i.e. empty of electrons).
A careful use of language really helps the discussion of energy. Start by defining a system: the set of objects whose properties and energies we choose to track. When the system interacts with objects outside it, energy transfers in or out of the system. This type of language makes our task of thinking about energy much clearer. In the case of electric circuits our system is the entire set of conduction electrons: the electrons that are free to move in a metal. With my grade nines and elevens, I simply call this “the system of electrons”. In the Plinko model, the hand, which represents the source, adds energy to the system by lifting the steel ball bearings. As the ball bearings travel down the incline they collide with the screws, which represent atoms (or positively charged ionic cores of atoms) in the load. Each collision transfers energy from the ball bearing to the screw, representing an energy transfer from the conduction electron to the atom of the load. One limitation of this model is that we don't see evidence for a change in energy of the screw when we see the steel ball bearing slow down as a result of the collision.
To understand better what happens to the atoms in a load, I have created a separate ball and spring model of the load that replaces the board and screws. We introduce this ball and spring model with our study of static electricity. The red spheres represent positively charged ionic cores of atoms and the springs represent the bonds that hold the atoms object together as a solid. In my model I had to remove some of those bonds to allow the electrons to travel through the solid.