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. 2011 Dec 7;220(2):144–155. doi: 10.1111/j.1469-7580.2011.01461.x

Table 2.

Polynomial equations describing the relationship between independent variables and tendon stiffness or Young's modulus (YM)

Dependent variable (Y) Population Independent variable (x) Equation R2
StiffnessREL Children Age Y = 18.172x − 10.514 0.37
Mass Y = 6.0391x − 30.084 0.58
Force Y = 0.0602x + 41.367 0.51
All ages Age Y = −0.4852x2 + 23.681x − 22.739 0.70
Mass Y = −0.0587x2 + 8.7774x − 59.307 0.75
Force Y = −7E − 06x2 + 0.0843x + 23.419 0.76
StiffnessABS Children Age Y = 10.165x + 45.648 0.15
Mass Y = 3.1554x + 40.987 0.21
Force Y = 0.0323x + 77.088 0.19
All ages Age Y = −0.3346x2 + 16.13x + 20.275 0.46
Mass Y = −0.0246x2 + 4.4102x + 25.927 0.48
Force Y = −3E − 07x2 + 0.0306x + 79.44 0.53
YMREL Children Age Y = 64.303x − 1.553 0.31
Mass Y = 16.021x + 76.986 0.27
Stress Y = 8.7919x + 146.96 0.32
All ages Age Y = −2.6421x2 + 107.75x − 172.15 0.52
Mass Y = −0.1282x2 + 20.33x + 56.477 0.47
Stress Y = −0.0492x2 + 13.857x + 41.519 0.51
YMABS Children Age Y = 46.032x + 127.55 0.17
Mass Y = 10.093 + 222.81 0.12
Stress Y = 7.68673x + 175.09 0.26
All ages Age Y = −2.2546x2 + 86.812x − 47.289 0.30
Mass Y = −0.0513x2 + 9.6423x + 270.95 0.23
Stress Y = −0.0542x2 + 12.463x + 82.278 0.40
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