October 21, 2025 Obscure the Model, Obscure the Physics
In their zeal to popularize physics, and to collect followers, sometimes physics influencers are too clever by half.
Today I became aware of a physics YouTube channel created by David Jackson, a professor at my undergraduate alma mater, Dickinson College. I watched an episode called "The Most Mind-Blowing Aspect of Circular Motion.” The videography and story telling is so good. But an opportunity has been lost.
The stated theme of Prof. Jackson's video is that the behavior of a ball on a string, swung in a circle and released, is not what physics teachers say it is, and even physicists "get it wrong." This claim is misleading at best.
The central exam question in Dr. Jackson's video relates to the initial path of an object swung in a circle by a string, when the string is released. On a first-year physics exam, the answer would be (b). Jackson's claim is that the correct answer is (a).
Physics is about modeling objects and systems, something Prof. Jackson never mentions. When physics teachers cover circular motion, and the ball/string example in particular, they clarify that a simplified model with a massless, infinitely stiff string is being used. In that model, the force of the string disappears instantly when it is released, the string does not influence the motion of the ball, the ball instantly starts to travel in a straight line, and (b) is the correct answer.
We know that strings are not, in fact, massless and infinitely stiff. The video explores the consequences of the "real world" time lag between when the string is released and when the ball experiences a change in forces upon it, during which the ball’s motion remains circular. That’s it. Indeed, the bulk of the video is not about circular motion at all; it’s about wave propagation: a fascinating topic, but one tangential to circular motion. (I'm here all week. More cringe physics teacher jokes to follow. 🙄)
Good physics teachers always make sure their students understand how objects are being modeled. I used to joke: “We paid extra for the frictionless pulleys and massless strings.”
Another joke I would tell relates to balanced forces on someone sitting in a chair. The chair’s job is to balance the weight of the person on it. I would say, "When a lineman on the football team gets up, and a flyer on the cheer squad sits down, how does the chair know not to put on the same amount of force and shoot the cheerleader up to the ceiling?” Of course, in our simplified model, the chair is not even an object, just the source of an outside force on the person sitting in it. In our model, we are ignoring the chair's behavior—it compresses less under the weight of the cheerleader, and its force decreases.
If our goal is to engineer a device or to study a scenario in great detail, every model in first-year physics would be too simple. If our goal is to learn basic physics though, those simple models are exactly what is needed. We should not be surprised when real world behaviors emerge which cannot possibly be predicted by our simple models.
And if one's goal is to entertain, to be able to say things like, “Even physicists get it wrong,” they will tuck modeling into their back pocket, which obscures the very process of physics we want students to appreciate. Doing so makes physics seem mysterious and tricky, the opposite of what physics actually is.
Thus, what Prof. Jackson alluded to, but should have said explicitly, is that the behavior of the ball approaches answer (b) as the behavior of the object holding the ball approaches that of the idealized string. Further, the ball does begin traveling in a straight line the instant the force from what's holding it disappears, just as Newton's laws predict. The "mind-blowing aspect of circular motion" turns out to be more about semantics than physics.
As always, good physics teaching is model-forward physics teaching.
One of Mitchie Brusco's excellent SkateIQ videos caught my attention, especially when he discussed body position while turning.
Mitchie demonstrates the correct posture for an aggressive toe-side carve (turn) with the help of a cinderblock wall.
Starting at 10:13 in the video, Mitchie requires the use of a cinderblock wall to illustrate proper body position while turning. Those who read my previous article on body position while turning on a snowboard will recognize that the wall is needed because Mitchie's center of mass is outside the skateboard trucks while turning. Unless he's actually turning on his board, he can't maintain the correct posture without falling. In this respect, snowboarding and skateboarding share the same physics.
The difference between snowboarding and skateboarding, though, is that the rider is attached to the snowboard. (What's the difference between a snowboard and a vacuum cleaner? How the dirtbag is attached.) We can much more reliably model the snowboard and its rider as a single object. For the skateboard, we need to worry about the board "following us into the turn," to use Mitchie's language. If it doesn't, we will fall.
So why does the skateboard "follow us into the turn?" Let's model the skateboard as an object. It experiences a force from the rider down and to the outside of the turn. Normal force from the ground points up, gravity (on the board itself) pulls down, and friction points inward, since the board is being pushed outward by the rider. It's not obvious, though, that the friction inward would be greater than the rider's outward push, a condition which is necessary to create a centripetal force on the skateboard.
It turns out skateboards need a mechanism to generate centripetal force, in the form of friction. That mechanism is in the trucks, the assemblies that connect the wheels to the skateboard. The trucks are designed to respond to a skateboard leaning to one side by turning the wheels into the lean, angling them not unlike turned front wheels on a car. And like wheels on a car, the angle creates friction which forces the skateboard inward.
The combination of the angle of the kingpin toward the front edge of the board (front truck) or toward the back edge of the board (rear truck), combined with the shape of the bushings, pivots the axles to create additional friction directed inward during a turn.
There is so much more good physics in Mitchie's video. As he discusses how to fall without hurting yourself:
There are only a few areas that we have to protect. We do that by spreading the impacts out over a bigger surface area.
Pressure (force ÷ area) is what determines whether a person will injured during a fall. Many safety devices (helmets, pads, air bags in cars, and so on) work by spreading the force of collision over a bigger area.
Later in the video, when Mitchie is discussing how to do Ollies (jumps where the board follows you into the air), he says this:
What I want you to get the hang of is how you can hook your front foot on the nose and pick the tail up with a little bit of leverage so that your board rotates into the air like a pendulum.
In an Ollie, the tail of the board bounces off the ground and the board recoils into the air. The front foot is used to create a pivot point. The board rotates back into the horizontal position as its translational kinetic energy is converted to rotational kinetic energy and eventually to gravitational potential energy. We are not so much picking up the tail of the board as creating a fixed point which holds the nose of the board in place while allowing the inertia of the board to bring the tail up level with the nose.
Watch the full video and see how many connections you can make.