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J C Huston

Publications and source records attributed to J C Huston.

3 recordsLinked to original sources

Iowa FICSIT trial: the feasibility of elderly wearing a hip joint protective garment to reduce hip fractures.

Hip fractures exact a heavy toll in the elderly population. While intervention strategies are being investigated to reduce the numbers of geriatric falls and to improve the body's resiliency, the geriatric population remains at risk for the mortality and morbidity associated with fractures. The Iowa FICSIT site is investigating the feasibility of passive protection of the proximal femur through the use of hip pads. The pad is designed to disperse throughout the pad the energy created in a fall. The focus of the Iowa trial is to determine if elderly will wear hip pads for the majority of their waking hours. Thirty subjects are being recruited from each of six elderly populations who are at high risk to fall and at increased risk of injury. To facilitate compliance, the following strategies are utilized: run-in period, graduated implementation, tailoring of wearing times, and self-report of compliance. Outcome measures include compliance rates and injuries sustained during falls.

Accidental Falls↗

Comprehensive, three-dimensional head-neck model for impact and high-acceleration studies.

A three-dimensional, 54-degree-of-freedom computer model of the head/neck system is presented and discussed. The model consists of nine rigid bodies representing the head and vertebrae together with a series of nonlinear springs and dampers modelling the soft tissue. The soft tissue modelling involves the discs, muscles, and ligaments. The discs are modelled as two-parameter viscoelastic solids; the muscles are also modelled as two-parameter viscoelastic solids, but only able to exert force in tension; and the ligaments are modelled as nonlinear elastic bands exerting force only in tension. Equations of motion are written for this model by using Lagrange's form of d'Alembert's principle, a virtual work type principle. Computer algorithms are written to efficiently compute the numerical coefficients of these equations. The equations are integrated numerically for a number of specific cases where experimental data are available. Results show excellent agreement between the model and the experiments.

Acceleration↗