I am looking for the name of something so that I might do some research about it. I suspect it is an "effect" or "law" or "principle" that is well known but I am not googling the right words. I will try to describe it.
I tried 3D printing tires for a robot with TPU. The TPU tires were terrible. On my smooth (porous, unsealed) concrete shop floor they had no traction, it was like Robots On Ice. Same on wood, on rough concrete, on tile, on textured linoleum, and most other surfaces. The rougher the surface the less traction. But on smooth painted steel and smooth powder coated steel, they had great traction. Think what is happening is that, with a normal rubber tire, the tread is finding purchase on features of the "road" which are of observable size. For example a rubber tire would have excellent traction on coarse sand paper, and that's why skateboards are covered in it. But the TPU for whatever reason would just slide over the top of that same sandpaper, not finding purchase. However on a smooth surface, the TPU does find purchase, but on a microscopic level. I think it is similar to how machinists' gauge blocks "wring" together (quick video demo if you don't know what I mean) but it doesn't seem like entirely the same thing. If I had to make up a term for it, I would go with "micro stiction" or something. The closest thing I found so far is Van Der Waals forces but I don't think it's really that either.
I feel like I'm missing something, just one elusive word away from the Googling the right thing. Anyone know the right word(s)?
I tried 3D printing tires for a robot with TPU. The TPU tires were terrible. On my smooth (porous, unsealed) concrete shop floor they had no traction, it was like Robots On Ice. Same on wood, on rough concrete, on tile, on textured linoleum, and most other surfaces. The rougher the surface the less traction. But on smooth painted steel and smooth powder coated steel, they had great traction. Think what is happening is that, with a normal rubber tire, the tread is finding purchase on features of the "road" which are of observable size. For example a rubber tire would have excellent traction on coarse sand paper, and that's why skateboards are covered in it. But the TPU for whatever reason would just slide over the top of that same sandpaper, not finding purchase. However on a smooth surface, the TPU does find purchase, but on a microscopic level. I think it is similar to how machinists' gauge blocks "wring" together (quick video demo if you don't know what I mean) but it doesn't seem like entirely the same thing. If I had to make up a term for it, I would go with "micro stiction" or something. The closest thing I found so far is Van Der Waals forces but I don't think it's really that either.
I feel like I'm missing something, just one elusive word away from the Googling the right thing. Anyone know the right word(s)?



