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%%Equation from Grieve et al.,1978: Prediction of gastrocnemius length from knee and ankle joint posture
%%Definition of angle
%%Ankle joint: Neutral position as 90 degree
%%Knee joint: Neutral (Fully extended) position as 0 degree
%%Data import
JA_Ankle = imread(data1) %Here for ankle joint angle data
JA_Knee = imread(data2) %Here for knee joint angle data
Lower_leg_length = 38.0 %Here for participant's lower leg length data
%%Estimation of percent length change
L_Ankle = -22.18468 + 0.30141*(JA_Ankle) + -0.00061*(JA_Ankle).^2;
L_Knee = 6.46251 + -0.07987*(JA_Knee) + 0.00011*(JA_Knee).^2;
%%This is the relative change of gastrocnemius medialis
MG-MTU_Percent_Change = L_Ankle + L_Knee;
plot(MG-MTU_Length_Change,'k')
xlabel('Time')
ylabel('%Segment length')
%%By multiplying with lower leg length data, you can get estimated length change data
MG-MTU_Length_Change = (L_Ankle + L_Knee)*Lower_leg_length;
plot(MG-MTU_Length_Change,'k')
xlabel('Time')
ylabel('Segment length change')
Cite As
kazuki tomari (2026). Estimation of GM-MTU length change from Knee/Ankle JA (https://www.mathworks.com/matlabcentral/fileexchange/125010-estimation-of-gm-mtu-length-change-from-knee-ankle-ja), MATLAB Central File Exchange. Retrieved .
General Information
- Version 1.0.3 (19.6 KB)
MATLAB Release Compatibility
- Compatible with any release
Platform Compatibility
- Windows
- macOS
- Linux
