Old Man Mike
Fast as Lightning!
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For my part, I hate that politics has become so involved in a complex scientific issue as this --- an issue that very few politicians can even understand at the level of science required. This awkwardness leaves them and the country vulnerable to pseudoscientific speech and writings of "experts" possibly having ulterior motives. So, I'd like to leave the politics aside for the moment and say overly-briefly what the real scientists are worried about.
This will be a bit difficult without my old blackboard, but maybe some will understand.
Picture a flat piece of paper. On that paper a kid is drawing a crude flower blossom --- crayon lines up and down and round a central point. The lines have a relatively short length as the radiate around the anchor point. This is a crude analogy for a graph of a "chaotic system", a system comprised of so many interrelated feedback loops that you get "excursions" stretching away from the anchor point, but the feedbacks ultimately win out and the system returns back towards the anchor. In such a system, the anchor point has the nickname "strange attractor".
In the real world when you perturb such an established system by pouring energy into it, it is as if the kid gets fired up and begins winging those "flower petal lines" to greater lengths --- in our analogy, greater "distances" from the strange attractor. Thus the system spends more time at extreme positions than comfortable "close"/"normal" positions. In the global climate game, this is greater abnormal climate outbreaks.
This will be a bit difficult without my old blackboard, but maybe some will understand.
Picture a flat piece of paper. On that paper a kid is drawing a crude flower blossom --- crayon lines up and down and round a central point. The lines have a relatively short length as the radiate around the anchor point. This is a crude analogy for a graph of a "chaotic system", a system comprised of so many interrelated feedback loops that you get "excursions" stretching away from the anchor point, but the feedbacks ultimately win out and the system returns back towards the anchor. In such a system, the anchor point has the nickname "strange attractor".
In the real world when you perturb such an established system by pouring energy into it, it is as if the kid gets fired up and begins winging those "flower petal lines" to greater lengths --- in our analogy, greater "distances" from the strange attractor. Thus the system spends more time at extreme positions than comfortable "close"/"normal" positions. In the global climate game, this is greater abnormal climate outbreaks.