Explored early-developing predictions of object motion through 6-month-old infants' head tracking and reaching for moving objects. Found evidence for infants' extrapolation of object motion on linear paths, in accord with principle of inertia. This tendency was remarkably resistant to counter-evidence, observed even after repeated presentations of…

Examined whether 6.5- and 5.5-month-old infants believe, like 11-month-old infants, that a moving object's size affects how far a stationary object is displaced in a collision. After a habituation event, tests indicated that the 6.5-month-old infants and 5.5-month-old female infants believed the size of the moving object affected the collision…

Describes a laboratory exercise to supplement or replace more traditional force table experiments, and adds real-world examples to this part of the introductory physics course. (CCM)

Investigated whether infants infer that a hidden, freely moving object will move continuously and smoothly. Six- to 10- month olds inferred that the object's path would be connected and unobstructed, in accord with continuity. Younger infants did not infer this, in accord with inertia. At 8 and 10 months, knowledge of inertia emerged but remained…

Whole vectors are not just for drawings. Easy, straightforward, and surprisingly versatile, whole vectors are perfect for calculations. (Author/MM)

Compared the recognition, perceptual saliency, and naming of color to that of other perceptual object attributes in 2- to 5-year-olds as a function of language age. Found that although color was perceptually salient relative to other visual attributes, no selective impairment to color cognition was found relative to motion, form, and size.…

Discusses the role of physical enactment in developing an understanding of distance, time, and speed. Provides several examples from classroom experience. (MM)

There are certain simple rotations of objects that most people cannot reason about accurately. Reliable gaps in the understanding of a fundamental physical domain raise the question of how learning to reason in that domain might proceed. Using virtual reality techniques, this project investigated the nature of learning to reason across the domain…

This article reports on results of an exploratory study on undergraduate pre-service teachers' understanding of graphical representations of motion functions. The study described pre-service teachers' explorations using a CBR device. Pre-service teachers' growth was studied in two dimensions: (a) in their learning of the mathematics involved and…

In this article, the author discusses the relatedness between movement and learning for students. The process of learning involves basic nerve cells that transmit information and create numerous neural connections essential to learning. One way to increase learning is to encourage creation of more synaptic connections in the brain through…

Does a concurrent cognitive task affect the dynamics of bimanual rhythmic coordination? In-phase coordination was performed under manipulations of phase detuning and movement frequency and either singly or in combination with an arithmetic task. Predicted direction-specific shifts in stable relative phase from 0 degrees due to detuning and…

Why are human observers particularly sensitive to human movement? Seven experiments examined the roles of visual experience and motor processes in human movement perception by comparing visual sensitivities to point-light displays of familiar, unusual, and impossible gaits across gait-speed and identity discrimination tasks. In both tasks, visual…

Two or three years ago, there was an exchange of several articles in "Primary Science Review" about the question: "What is the best way of naming the forces acting on a descending parachute?" (Harrison, 2001; Harlen, 2002; Sell, 2002). Stuart Harrison reported that, according to the Qualifications and Curriculum Authority (QCA), a third of…

This article is a short introduction on how to use Modellus (a computer package that is freely available on the Internet and used in the IOP "Advancing Physics" course) to build physics games using Newton's laws, expressed as differential equations. Solving systems of differential equations is beyond most secondary-school or first-year college…