Download e-book for iPad: Teaching about Technology: An Introduction to the Philosophy by Marc J. de Vries

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Additional info for Teaching about Technology: An Introduction to the Philosophy of Technology for Non-philosophers

Example text

For most coins the qualifying function is related to the economic aspect. But the coin that is fixed to a mayor’s chain of office has a juridical qualifying function. And the shekels that were used in ancient times to pay the temple duties in Jerusalem had a pistic qualifying function (they could not be used for buying or selling outside the temple). Fake coins that are used in party games have a social qualifying function. For the designer it is important to know what the qualifying function of the artifact is to be.

In general a model is a representation of a reality (of a real artifact or of a real phenomenon) that has certain characteristics of the real thing, but has been modified with respect to other characteristics. For example, a model of a tall building can have the same shape as the real building, but the size has been modified. g. wind patterns around the building. Rather than trying to measure winds around the real building, we make a scale model and put it in a wind tunnel. We then have to take into account that by changing the size of the building in the model, we may also have changed other properties, some of which may have an influence on the validity of the outcomes on the model for the real situation.

Today it rains” is a proposition, but also “Tomorrow it will rain”. As a proposition is the content of a statement, the proposition ‘it rains’ in English is considered to be the same as the proposition ‘il pluit’ in French or the proposition ‘es regnet’ in German. Engineers use lots of propositions, like “The stiffness of cast iron is . ”, or “In order to be resistant against rain, a car body needs to be coated”. When do we say, that an engineer ‘knows’ these things? In the first place that engineer must believe that these things are so.

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