In what ways may models help or hinder the search for knowledge?

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A model is a simplified representation of some aspect of the world. In what ways may models help or hinder the search for knowledge?

A model is a representation of a complex structure or concept that is used to explain it and represent it in a more simplistic manner with the aim of facilitating the understanding of it. Models are used in a variety of subjects such as natural sciences, government structures, history and many more. Although they are simplified simulations, they provide a representation of reality that help our learning and understanding of the phenomena that occur. However, models have the possibility of leading us into an error or incorrect information and thus present limitations that have the potential of hindering the knowledge. Models can be broken down into four main categories. Experimental models which can be constructed and put to use in a laboratory. A ‘scale models would fit under this category, representing spatial relationships, and ‘working models’ representing temporal sequences. At the other end of the spectrum are logical models. These start from the axioms and theorems of a formal deductive system, they are used to illustrate abstract systems and provide a possible interpretation of it. Lastly, there are theoretical models. These are imaginative mental constructions made to conceptualize observed phenomena. They are usually imagined mechanisms that are described with analogies to familiar processes. For instance, in physics, the “billiard-ball model” of gas is a perfect example of a theoretical model. Although it is intended to represent an underlying structure of a physical system, it is merely a symbolic representation that is developed into a theory that explains the phenomena as a model. A relevant knowledge issue concerning theoretical models would: to what extend can models give a realistic and accurate representation of reality?

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Consider a container full of a gas such as air and imagine that it is composed of minuscule elastic spheres bouncing around. It can be assumed that the mechanical behavior of the spheres is similar to the behavior of colliding billiard balls. From this assumption, a theory can be put forward, the one of Kinetic Theory of Gases that   involves equations interrelating the velocity (p), mass (m), momentum and energy of the hypothetical spheres. None of these theoretical properties can be physically observed. On the other hand, some theoretical terms could be related to observable properties of the ...

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