1. A person holds a 4.5kg sphere in their hand while maintaining a horizontal forearm position. The angle of the biceps tendon (e) is 100° and the elbow joint center is located at dx = -3cm and dy = 1cm from the tendon insertion. If the mass is held at a distance (rc) of 30cm from the elbow centre, and the centre of mass of the forearm and hand (2kg) is located at a distance (rw) of 12cm from the elbow center a) find the biceps muscle force (FM) needed to support the weight of the arm and sphere, and the resulting ulno-humeral contact force (FC). Fc. Be F M dy PM dx ev rw FW FG b) Now assume a stiff elbow brace is being worn. Calculate the brace moment needed to reduce the elbow muscle force by 20%. 5 MB Fw FG
1. A person holds a 4.5kg sphere in their hand while maintaining a horizontal forearm position. The angle of the biceps tendon (e) is 100° and the elbow joint center is located at dx = -3cm and dy = 1cm from the tendon insertion. If the mass is held at a distance (rc) of 30cm from the elbow centre, and the centre of mass of the forearm and hand (2kg) is located at a distance (rw) of 12cm from the elbow center a) find the biceps muscle force (FM) needed to support the weight of the arm and sphere, and the resulting ulno-humeral contact force (FC). Fc. Be F M dy PM dx ev rw FW FG b) Now assume a stiff elbow brace is being worn. Calculate the brace moment needed to reduce the elbow muscle force by 20%. 5 MB Fw FG
College Physics
10th Edition
ISBN:9781285737027
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter8: Rotational Equilibrium And Rotational Dynamics
Section: Chapter Questions
Problem 16P
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
Transcribed Image Text:1. A person holds a 4.5kg sphere in their hand while maintaining a horizontal forearm position.
The angle of the biceps tendon (e) is 100° and the elbow joint center is located at dx = -3cm
and dy = 1cm from the tendon insertion. If the mass is held at a distance (rc) of 30cm from
the elbow centre, and the centre of mass of the forearm and hand (2kg) is located at a
distance (rw) of 12cm from the elbow center
a) find the biceps muscle force (FM) needed to support the weight of the arm and
sphere, and the resulting ulno-humeral contact force (FC).
Fc.
Be
F M
dy
PM
dx
ev
rw
FW
FG
b) Now assume a stiff elbow brace is being worn. Calculate the brace moment
needed to reduce the elbow muscle force by 20%.
5
MB
Fw
FG

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