A recent study of 319 case histories of mandibular fractures by Hagan and Huelke' has shown that certain areas of the jaw are fractured more often than others and that the incidence of certain mandibular fractures is greater when the blow is directed to specific regions of the jaw. Relatively little is known about the response of the mandible to impact, except that, when the magnitude of a blow is sufficient, the bone will break. How does the mandible fracture, and what are the mechanisms involved? These questions have not been answered because of the lack of experimental data. Obtaining these data is an engineering problem involving stresses, strains, impacts, energies, and forces, and thus engineering techniques must be used.This report, the first of a series of studies on the mechanism of mandibular fractures, presents data on forces and impacts applied to the chin point of the mandible and the resultant deformations of the bone. The results of these tests are correlated with certain clinical findings.Terminology.-Throughout this report certain terminology generally used in engineering will be employed. Some of these terms need to be defined. The term force is defined as a push or pull. The various types of force are illustrated in Figure 1. Tensile forces (tension) tend to pull an object apart; compressive forces (compression) push the particles forming an object together, while shearing forces make one part of an object slide over another part of the same object. When two parallel, oppositely directed equal forces with different lines of action are applied perpendicularly to the long axis of an object, a torsion or twisting effect is produced. Here one part of the object is rotated about another part. Forces are measured in mass units (kilograms, pounds, etc.).Energy is simply defined as the capacity to do work. The magnitude of the energy applied is calculated by multiplying the weight of a falling object by the distance through which it passes.* Energy is then measured in mass-length units (kilogram-* Energy of a moving object is usually calculated from the formula ZMV', where M is the mass of the object and V the velocity of its motion. Because of the principle of conservation of energy, energy may be determined from the potential-energy formula WH, where W is the weight of the object and H the distance the object has fallen. Because of the difficulty in determining the velocity of the falling sphere, the potential-energy method was used in calculating the energy of impact. 1042 at MOUNT ALLISON UNIV on June 12, 2015 For personal use only. No other uses without permission. jdr.sagepub.com Downloaded from