Biomedical Engineering Reference
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force of a muscle. Proportionality between the tensile stress r m and model
parameters k t1 (case E) could not be ascertained. This case was subsequently
neglected since the effect of the transverse stiffness k t1 of the Pectoralis major on
the transverse force F T was small compared to the effect of the stress r m on F T .
With proportionality for four out of the five significant pairs of morphometric
and model parameter and one pair deemed negligible, the intra-species correlation
in the baboon was considered sufficiently robust and valid for larger sample sizes,
in terms of a wider range of body mass M b , under similar conditions. Physiological
parameters not included in Eq. ( 4 ) had a negligible effect on F T and thus did not
affect the robustness of the intra-species correlation.
4.4 Intra-Species and Inter-Species Evaluation of Model
Parameters
The intra-species correlation of morphometric parameters and F IL with the
transverse force on the pacemaker, F T , was derived and formulated in Eq. ( 4 )as
follows:
F T ¼ 1055 : 78 0 : 24 F IL þ 3 : 24 L m þ 5 : 95 w m þ 434 : 62 r m
The difference of morphometric and mechanical parameters between subjects
and the influence of the model parameters on F T were evaluated intra-specifically
(between baboons) and inter-specifically (between baboons and humans). The
following subject populations were considered:
• Baboons: adult males, M b & 24 kg [ 10 ],
• Humans: adult males, M b & 90 kg [ 35 ].
Musculoskeletal material parameters were comparable between baboons and
humans based on similarity of mammalian musculoskeletal tissue [ 3 ]. The eval-
uation of each model parameter for the intra-species and inter-species effect on F T
was conducted by assuming that all model parameters, except the one under
evaluation, remained constant, and ascertaining whether the influence of the var-
iance of this parameter within the subject population had a strong (significant) or
weak (insignificant) effect on the magnitude of F T .
For the intra-species baboon case, the strength of the effect (weak or strong) of a
parameter on F T was based on: (a) whether or not it was represented in Eq. ( 4 ), (b)
experimental findings and/or (c) data from literature. For model parameters not
studied in our intra-species MLR analysis [ 10 ], weak intra-species influence on F T
was assigned based on the following considerations:
• t mu and r mu : Due to the non-linear elastic properties of passive muscle and
F Trest [ 0, a sufficiently high stiffness k t2 was assumed, minimizing a change of
t mu during contraction of Pectoralis major. Combined with the indication that
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