P-prim Model of Science Learning
From Eduwiki
A p-prim is a simple explanatory or descriptive idea that is accepted by a person uncritically because it may be all he has even known on this subject. It is a collection of naive abstractions of simple, everyday phenomena which people observe. They are different from a mere memory of an event because it is one level removed from the event; it is an abstraction and generalization about the type of phenomenon occurring in that event. A p-prim is also different than the memory of a scientific law, because learning the law implies intentional reasoning by the student or someone else at a very high level, an “expert explanation,” if you will. P-prims are are more intuitive (and may even be unconsciously held), less formal, and can be less accurate as an explanation. See DiSessa, 1983
Questions about P-prims
- Why doesn't diSessa talk about misconceptions?
All (maybe all) of the p-prims are valuable for some phenomena - none of them are misconceptions. The problem is that they get cued for the wrong phenomena. What needs to change is the cueing - not the p-prim. So he doesn't want to call anything a wrong concept. He uses the phrase "intuitive conceptions" or "persistent false intuitions".
Students who lack experience don't have a way to re-prioritize their p-prims.
- Do we really learn this way?
McKlosky (1983) argues that naive physicists use a sort of impetus theory in their reasoning. This is the theory theory - students go from one theory to another sort of like how Kuhn describes a paradigm shift. diSesses argues that naive physicists have "Knowledge in Pieces" - no coherent theory but a lot of ideas that get applied differently in different situations. This is an open debate in the scientific literature.
- How do you help students learn?
How should you re-prioritize your students p-prims? The need more experiences - demos, experiments etc. Some images (e.g. slow motion video) might help students change their models by applying different p-prims.
P-prim Examples
The Basic Force and Motion Cluster
- Ohm's p-prim (Enrique Hueyopa)
- resistance (Amy Murphy)
- force as a mover (Jane Pafundi)
- force as a deflector
- force as a spinner (David Kang)
- continuous push (Arpa Ghazarian)
- dying away (Patricia Gonzalez)
- warming up (Scott Holloway)
- interference
- working harder
- vacuums impel (Mark Pichaj)
- rolling and pivoting (Ken Howard)
Constraint Phenomena
- blocking
- bouncing
- supporting
- guiding
- clamping
- rigidity
Balance and Equilibrium
- dynamic balance[1](Bob Fiero)
- Abstract balance
- dynamic im-balance
- abstract im-balance
- springiness
- generalized springiness
- equilibrium
- equilibration
- overcoming
- canceling
- recoil
- wobbling
