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We find a friction of 0.4 yields a 5 10% higher gain than for low or high friction (Table 1).
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A friction coefficient of 0.0001 was considered for these contact surfaces because of the existence of synovial fluid [ 10].
A friction period of 154 calendar days and an elasticity of 0.8 were used.
It results in a friction angle of about 37°.
A friction coefficient of 0.25 was assumed.
A friction coefficient of 0.2 typical for dry sand is used (Itasca 2004).
The tangential contact between the two surfaces was defined using a friction coefficient of 0.36.
A friction coefficient of 0.005 was assigned between the suture and tendon.
Indirect costs were calculated according to the friction cost approach [ 65] using a friction period of 56 days.
The impact of using, instead, the friction-cost method was tested in a sensitivity analysis, with a friction period of 6 months for individuals to be replaced.
A deformable to deformable contact was created between stem and femur with a friction coefficient of 0.4.
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