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. 2016 May 12;229(4):514–535. doi: 10.1111/joa.12461

Table 5.

Force‐generating parameters of 24 proximal musculotendon units included in the musculoskeletal model

Musculotendon unit Abbreviation Groups F max (N) L f (m) L ts (m) Pennation angle (o)
Gluteus (dorsal) GM (d) Hip rotators, hip extensors 0.936 0.01305 0.00501 20.42
Gluteus (middle) GM (m) Hip rotators, hip extensors 1.026 0.01271 0.00489 20.42
Gluteus (ventral) GM (v) Hip rotators, hip extensors 1.049 0.01242 0.00478 20.42
Obturator externus OE Hip rotators 0.086 0.00246 0.00096 0.00
Obturator internus OI Hip rotators 0.314 0.00565 0.00065 0.00
Gemellus GEM Hip rotators 0.179 0.00143 0.00001 0.00
Quadratus femoris QF Hip rotators 2.030 0.00465 0.00110 0.00
Tensor fascia latae TFL Hip rotators 0.000 0.00000 0.00000 0.00
Adductor magnus AM Hip adductors 0.614 0.00760 0.00302 0.00
Adductor longus AL Hip adductors 0.402 0.00745 0.00255 0.00
Adductor brevis AB Hip adductors 0.234 0.00642 0.00176 0.00
Gracilis posterior GP Hip adductors, hip extensors 0.345 0.00912 0.00435 0.00
Gracilis anterior GA Hip adductors, hip extensors 0.402 0.00882 0.00607 0.00
Psoas major PMA Hip flexors 1.338 0.00697 0.00501 15.54
Psoas minor PMI Hip flexors 1.088 0.00578 0.00390 12.57
Iliacus ILI Hip flexors 0.549 0.00857 0.00275 0.00
Pectineus PECT Hip flexors 0.363 0.00277 0.00181 15.18
Caudofemoralis CF Hip extensors 0.554 0.01137 0.00307 0.00
Semimembranosus SM Hip extensors, knee flexors 1.916 0.01165 0.00409 0.00
Semitendinosus ST Hip extensors, knee flexors 1.299 0.01111 0.00480 0.00
Biceps femoris anterior BFA Hip extensors, knee flexors 0.876 0.01145 0.00383 0.00
Biceps femoris posterior (cranial) BFP (cr) Hip extensors, knee flexors 0.725 0.01008 0.00491 0.00
Biceps femoris posterior (middle) BFP (m) Hip extensors, knee flexors 0.728 0.01004 0.00478 0.00
Biceps femoris posterior (caudal) BFP (ca) Hip extensors, knee flexors 0.611 0.01197 0.00406 0.00

Maximum force (F max), fibre length (L f) and pennation angle (o) were derived from previously measured skeletal muscle architecture (Charles et al. 2016). Tendon slack length (L ts) was estimated using a numerical optimisation procedure from Manal & Buchanan (2004). Grouping was based on presumed functions during locomotion (see Materials and methods).