{"id":548,"date":"2017-04-05T10:44:07","date_gmt":"2017-04-05T08:44:07","guid":{"rendered":"https:\/\/arctrain.de\/?p=548"},"modified":"2018-11-08T10:57:48","modified_gmt":"2018-11-08T09:57:48","slug":"what-is-a-model","status":"publish","type":"post","link":"https:\/\/arctrain.de\/what-is-a-model\/","title":{"rendered":"What is a model?"},"content":{"rendered":"
If you have any interest in climate sciences, it is very easy to stumble upon the mysterious term climate model<\/i> sooner or later. However, it is sometimes quite difficult to get answers to questions like: \u201cFor what do you actually use a model?\u201d Actually, all anybody normally asks is \u201cSo, you press start and then wait for nice figures to pop out of your model, or what do you do?\u201d, but the idea is the same. That is why I would like to give an introduction to my work as a modeller.<\/p>\n
An overview of the physical processes represented in a current Earth System Model. (Unchanged from [W. Washington et. al. 2009, Phil. Trans. R. Soc. A]<\/a> under CC-BY 4.0<\/a>: Adapted from Kevin Trenberth (NCAR). Copyright \u00a9 University Corporation for Atmospheric Research. Illustration by Paul Grabhorn.)<\/p><\/div>First of all: what do I mean when I use the word model<\/i>? For me, most often, a model is a computer program that calculates how some part of the world is behaving. \u00a0In the case of full climate models, this part can be as large as all the oceans and air masses of the whole world. But a model can as well describe just how a single glacier evolves, or even only how a small block of ice is deforming if you push hard enough. Such a task is met in three steps: (1) We need to have an idea of the physical processes that we try to represent; (2) We try to frame those into a set of mathematical equations, and (3) we write a computerprogram to solve those equations. In practice this means for the example of the sea ice model I am using: The ice melts and freezes, moves around when pushed by the wind or ocean currents and can break when it is pulled apart and build small ridges when it is pushed together (step 1). This behaviour can be formulated as one equation for the motion of the ice (\u201cconservation of momentum\u201d – yeah, physics!) and one equation for the temperature in the ice (step 2). These equations describe the change of the sea ice in a small time step. So if the computer program solves them over and over again, we can see how the ice develops over time (step 3).<\/p>\n