I guess I have a bucket-list of sorts: there a number of experiences I’d like to have before I “kick it.” High on the list is traveling to Africa to walk the soil of Olduvai Gorge, Tanzania. By the time I can afford it, I’ll probably have to bring an aluminum walker. But what the hey, just to be there and imagine the lives of my “deep ancestors” — that would be something.
Further down the list are destinations such as Alaska and Belize. Absent from my bucket list, however, are physical challenges such as sky-diving or planting my flag atop Everest-sized mountains. Though I do enjoy climbing mountains.
That said, I do have some challenges I’d like to confront and possibly overcome in my remaining decades (if all goes well). These are intellectual goals. And although I have no formal 1-2-3 of these, the other day I was made aware that I do have an intellectual bucket-list of sorts by this article:
Entropy Alone Can Create Complex Crystals from Simple Shapes; Tetrahedra Packing Record Broken
In specific, these two sentences prompted my formal commencement of keeping an intellectual bucket-list:
Entropy is a measure of the number of ways the components of a system can be arranged. While often linked to disorder, entropy can also cause objects to order.
In terms of the physics, the hard science of it, entropy is a fully comprehended and documented phenomenon. Yet in terms of how we think about entropy, the language we use to speak about it in general, the philosophy or metaphysics of it, well, the concept is still largely a puzzle. At least to me it is.
I first got to thinking about entropy when chasing the what I would designate as the number one element on my intellectual bucket list: a satisfactory understanding of the nature of time. Entropy is considered one of primary “arrows of time,” one of the reasons why there is a uni-directional flow (so the wording goes) to time.
But what is entropy? For years the working definition of entropy consisted of the measure of disorder in a system. It is a pillar of the 2nd law of thermodynamics, which states that in any closed system, disorder can only increase, it cannot decrease. Concentrated energy will always becomes more diffuse over time.
Other understandings of entropy include concepts of energy distribution, probability measures, and even our knowledge of a system.
What is entropy? As a pure physicist might say, “I know it when I measure it.” But what more can we say of it?
The measure of disorder in a given system. Yet, as quoted above, in some cases entropy can increase the order of a system. How can something cause what would actually refute or negate it?
I clearly have some reading and thinking to do before I can cross entropy off my list.
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