Facets of Students' Thinking

by Jim Minstrell

with special acknowledgments
to D. Simpson, V. Stimpson and the students at Mercer Island HS;
to E. Hunt for technological assistance; and
to A. Arons, J. Clement, A. diSessa, and E. vanZee for their consultation

The research and development presented in this paper were supported by The James S. McDonnell Foundation, Program in Cognitive Studies for Educational Practice and by The National Science Foundation Program in Research in Teaching and Learning. The ideas presented are those of the author and may not represent the ideas of the foundations.

Codes for Strategic and Knowledge Facets

This coding scheme was begun in 1987. It is based on a "Knowledge in Pieces" perspective derived from our earlier attempts to construct frameworks to organize students' conceptual understanding and from a theoretical view developed by A. diSessa. The Facet codes are slight abstractions of what students say or do when confronted with a situation in which they are asked to predict or explain a physical phenomenon. Although our research has investigated students' conceptual understanding, many of the Facets have been identified in the research done by others. We can not possibly acknowledge all those researchers who have contributed. The Facet Codes are our attempt to organize the phenomena of students' conceptual understanding.

Within a Facet Cluster, the codes ending in 9 are associated with the Facets that seem to be the most problematic. They are typically the ideas we choose to address first in our instruction. The codes ending in 0 or 1 for the units digit representing u understandings that are probably "OK" at this introductory level. The others are roughly rank ordered between the 9 and 1. These facets are descriptions of characteristic understanding and reasoning and are not intended to be used directly as a numerical s coring scheme.

This list is not complete (7/96).

Reasoning in Science and Nature of Science

Facets about Defining Terms

Explanations or Interpretations of Phenomena

Experimenting to Determine Relation Between Variables

Getting Started, Measurement & Number Analysis

Best Value in Measurement

Best Value in Calculations

Uncertainty in Calculations

Significant Figures

Area differentiated from Perimeter and Volume

Volume

Density

Floating and Sinking

200 Kinematics & Astronomy Observations

Determining distance, displacement (deltax), or position (x).

Average Speed or Average Velocity

Instantaneous Speed or Velocity

Change in Velocity

Acceleration (Average or Instantaneous)

300 Gravitational Effects and Relative Motion

Separating Fluid Effects From Gravitational effects

Differentiating Among Actions at a Distance

Factors Affecting Gravitational Pull (weight)

Falling Bodies

Perception of Motion in Different Frames

Sideways Motion Effects on Forward Motion and Horizontal Motion Effects on Vertical Motion

Vertical Motion Effects on Horizontal Motion

Dynamics: Forces & Interacting Bodies

Identifying Forces

Forces to Explain the At Rest Situation

Forces to Explain Linear Accelerated Motion

Resistive Force by a Fluid Medium

Rubbing Resistance by a Surface

Vector Resolution of Forces

Forces During Interactions

Explaining Circular Motion

System and Subsystem Analysis of Force and Motion (e.g. Atwood or Modified Atwood Machine)

Conservation: Energy & Momentum

Work

Work and Simple Machines

Work-energy Transfers

Energy-energy Transfers

Impulse

Momentum

Change in Momentum

Impulse-momentum Transfers

Momentum Conservation

Conservation

Fields: Static Electricity & Magnetism

Neutral

Acquiring Electrical Charge

Bring in Outside Influence

Take Away Outside Influence

PD Related to Current and Resistance

700 Current Electricity & Electromagnetics

Circuit of Conducting Material

Push:

Add, Delete, Change an Element

Capacitors and Potential Difference

Inductance

First Right Hand Rule

Second Right Hand Rule

800 Wave Behavior (Springs, Water, Sound and Light)

Epistemological, Developmental Facets