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Ruff–Scott–Liu 1991 Study

Definition

A study of radiographic proximal femoral dimensions in 80 living adults with reported current and age-18 weights. It examined how articular and shaft dimensions relate to adult weight change. Femoral head size did not track adult weight change like shaft structure; this is not a direct measurement of weight at death.

Related terms

Age-Related Stature Loss
Age-related height change varies among individuals. An adjustment requires a defined target and supported method; Giles’s 1991 age-correction study is distinct from...
Auerbach-Ruff 2004 Method
A morphometric body-mass approach combining stature and bi-iliac breadth. Auerbach and Ruff’s 2004 study compared this type of model with articular-size approaches....
Crural Index
The ratio of tibial to femoral length multiplied by 100, using specified measurement definitions. Variation in proportions can affect stature prediction, but...
Femoral Head Diameter (FHD)
A defined dimension of the femoral head used by some body-mass models. Match the measurement to the original method; it is not...
Maximum (Anatomical) Femur Length
Maximum femoral length is distinct from bicondylar length. Match the definition required by the selected reference equation; do not assume every method...
Regional Stature Models
Models derived from specified regional samples using defined variables and target heights. Pan’s fresh-bone proportions, Kate–Mujumdar’s femur/humerus work and Mondal’s percutaneous ulna...
Standard Error of Estimate (SEE)
A measure of residual variation in a fitted model. Individual prediction intervals depend on additional model information and stated coverage; ±1 or...
Stature Regression Equation
A model estimating stature from defined skeletal measurements. Its reference sample, target height and prediction uncertainty determine interpretation; an SEE is not...
Trotter-Gleser Equations
Historical stature equations published in 1952 and 1958. The 1952 paper used WWII military and Terry Collection data and explicitly defined maximum...

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