| Literature DB >> 27776156 |
B C C Khoo1,2,3, J K Brown4, R L Prince3,5.
Abstract
OBJECTIVES: In recent years quantitative computed tomography (QCT) has allowed precise non-invasive, three dimensional, in vivo measurement of hip structure in large numbers of individuals. The effects of ageing on proximal femur structure are reported and implications for the prevention of hip prosthesis loosening and hip fracture considered. DESIGN, SETTING AND PARTICIPANTS: An observational cross-sectional study of proximal femur QCT in 719 unselected female European descent aged 20 to 89 years recruited from US and Australian populations. MAIN OUTCOMES MEASURES: QCT scans were obtained using software that separates cortical and cancellous bone by a thresholding technique. Voxel based mineral volume and mass was computed for the integral (external), cancellous and cortical compartments of 1 mm wide sections through the femoral neck (FN), trochanter (TR) and intertrochanter (IT) regions.Entities:
Mesh:
Year: 2016 PMID: 27776156 PMCID: PMC5077107 DOI: 10.1371/journal.pone.0164949
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Fig 1Location of femoral neck (FN), trochanter (TR) and inter-trochanter (IT) ROIs.
Summary of predictive models to bone measures investigated at the FN, TR and IT.
| Measure | Fit | P-values | Model equation | % change 20 to 89y |
|---|---|---|---|---|
| Integral mass (g) | Linear | P<0.001 | -0.022Age + 4.711 | - 34.8 |
| Integral volume (cm3) | Linear | P<0.001 | 0.027Age + 10.238 | + 17.5 |
| Integral vBMD (gcm-3) | Linear | P<0.001 | -0.002Age + 0.442 | - 43.8 |
| Cortical mass (g) | Linear | P<0.001 | -0.018Age + 3.291 | - 43.2 |
| Cortical volume (cm3) | Linear | P<0.001 | -0.030Age + 5.302 | - 44.6 |
| Cortical vBMD (gcm-3) | Quadratic | P<0.001 | -0.00003Age2 + 0.003Age + 0.545 | + 1.52 |
| Cancellous mass (g) | Linear | P = 0.008 | -0.003Age + 1.418 | - 16.7 |
| Cancellous volume (cm3) | Linear | P<0.001 | 0.058Age + 4.936 | + 65.4 |
| Cancellous vBMD (gcm-3) | Linear | P<0.001 | -0.002Age + 0.245 | - 49.9 |
| Integral mass (g) | Quadratic | P<0.001 | -0.0007Age2 + 0.058Age + 4.899 | -21.9 |
| Integral volume (cm3) | Linear | P<0.001 | 0.125Age + 20.845 | + 36.9 |
| Integral vBMD (gcm-3) | Linear | P<0.001 | -0.002Age + 0.293 | -39.9 |
| Cortical mass (g) | Quadratic | P<0.001 | -0.0007Age2 + 0.056Age + 1.814 | - 53.7 |
| Cortical volume (cm3) | Quadratic | P<0.001 | -0.0011Age2 + 0.086Age + 4.084 | - 44.1 |
| Cortical vBMD (gcm-3) | Quadratic | P<0.001 | -0.00004Age2 + 0.003Age + 0.436 | - 9.8 |
| Cancellous mass (g) | Linear | P = 0.029 | 0.002Age + 3.085 | + 5.3 |
| Cancellous volume (cm3) | Linear | P<0.001 | 0.160Age + 13.943 | + 64.5 |
| Cancellous vBMD (gcm-3) | Linear | P<0.001 | -0.001Age + 0.194 | - 34.4 |
| Integral mass (g) | Quadratic | P<0.001 | -0.0016Age2 + 0.113Age + 13.965 | - 27.1 |
| Integral volume (cm3) | Linear | P<0.001 | 0.176Age + 35.403 | + 31.2 |
| Integral vBMD (gcm-3) | Quadratic | P<0.001 | -0.00004Age2 + 0.002Age + 0.380 | - 50.1 |
| Cortical mass (g) | Quadratic | P<0.001 | -0.0016Age2 + 0.125Age + 9.271 | - 30.6 |
| Cortical volume (cm3) | Quadratic | P<0.001 | -0.0015Age2 + 0.097Age + 15.112 | - 27.7 |
| Cortical vBMD (gcm-3) | Quadratic | P<0.001 | -0.00004Age2 + 0.004Age + 0.605 | - 5.4 |
| Cancellous mass (g) | Linear | NS | 4.450 | 0 |
| Cancellous volume (cm3) | Linear | P<0.001 | 0.244Age + 16.437 | + 79.0 |
| Cancellous vBMD (gcm-3) | Linear | P<0.001 | -0.001Age + 0.224 | - 44.6 |
Model outcomes are categorised into linear or quadratic fits. Linear fits with significant (P<0.05) non-zero slopes are presented with annual rates (/y), together with corresponding P-values in column to the right. Non-significant outcomes are denoted with NS.
†: Linear no age effect;
: , where X is the bone variable at age 20 or 89.
Fig 2This representation provides a conceptual representation of volume changes occurring at the proximal femur at three time points.
The top panel shows the trend for FN volume while bottom panel shows trend for TR volume (which is similar in trend with IT). The area of outer most circles provides an indication of amount of change in integral volume, while the inner circle represents the change in cancellous volume. The shaded region between outer circle and inner circle provides a representation of the change in cortical volume.