| Radial gauges are an example of bad skeuomorphism. They don't convey any history and more importantly they don't have useful meaning unless you have a measurable first differential (i.e. no step change). They're useful for literal physical speed, because the movement of the needle helps give a sense of acceleration as well as speed. But if you don't care about acceleration (or more generally the delta of the primary variable) then it's not helpful to have a needle wobble about. And if that wobble is just artificially added (such as the bouncing thermometer) because it's responding to a step change in a discrete sequence, then it's now removed any sense of reality. And I've seen even worse of gauges, for example for things which can't even reduce. There's no point having a speedometer type gauge for "percent complete" or other monotonic variable! Sorry for the rant, you're just responding to a demand. It's a demand I'd rather see met through educating better data visualisation than through prettier gauges. |
For example, I've done a fair bit of racing in my day- we take the tach and any other various gauges and rotate them so that when the needle is pointing straight up, it's where you expect the reading to be.
Say you have a CPU monitor where under a certain threshold reduces nodes in the cluster and over adds. This can vary from application to application and you're monitoring 5. Sure is nice to get the high, low, and current in one glance.
Now, there certainly could be equal as or better ways of displaying it. You could do away with a skeumorphic face for sure. But a radial gauge itself I would argue is very useful.