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Questions and Answers
In a third-class lever system, such as the human elbow during a biceps curl, what is the relationship between the muscle force (FM) and the resistive force (FR)?
In a third-class lever system, such as the human elbow during a biceps curl, what is the relationship between the muscle force (FM) and the resistive force (FR)?
- FM and FR are independent of each other and vary based on the individual's strength.
- FM is always equal to FR, providing a balanced system.
- FM is typically smaller than FR because the muscle has a mechanical advantage greater than 1.0.
- FM must be greater than FR to produce torque equal to that produced by the resistive force, due to a mechanical advantage of less than 1.0. (correct)
During elbow flexion, the biceps muscle's moment arm changes throughout the range of motion. How does a shorter moment arm (M) affect mechanical advantage?
During elbow flexion, the biceps muscle's moment arm changes throughout the range of motion. How does a shorter moment arm (M) affect mechanical advantage?
- A shorter M increases the mechanical advantage, making the exercise easier.
- The length of M does not affect mechanical advantage.
- A shorter M decreases the mechanical advantage, making the exercise harder. (correct)
- A shorter M only affects mechanical advantage in first-class levers.
Most skeletal muscles in the human body operate at a mechanical disadvantage. What is a consequence of this?
Most skeletal muscles in the human body operate at a mechanical disadvantage. What is a consequence of this?
- The forces exerted by muscles and tendons are lower than the forces exerted on external objects.
- The range of motion is significantly increased.
- Forces in the muscles and tendons are much higher than those exerted by the hands or feet on external objects or the ground. (correct)
- Movements are slower and less efficient.
How would you calculate the mechanical advantage of a first-class lever?
How would you calculate the mechanical advantage of a first-class lever?
Consider a scenario where a person is lifting a box. The force required to lift the box is 200N, and the muscle force exerted is 800N. The moment arm of the muscle is 0.05m. What is the length of the resistance arm?
Consider a scenario where a person is lifting a box. The force required to lift the box is 200N, and the muscle force exerted is 800N. The moment arm of the muscle is 0.05m. What is the length of the resistance arm?
Which of the following accurately describes the relationship between the axial and appendicular skeleton?
Which of the following accurately describes the relationship between the axial and appendicular skeleton?
In the context of skeletal musculature, what is the key distinction between the origin and insertion of a muscle?
In the context of skeletal musculature, what is the key distinction between the origin and insertion of a muscle?
During a bicep curl, which muscle acts as the agonist (prime mover)?
During a bicep curl, which muscle acts as the agonist (prime mover)?
What is the primary role of an antagonist muscle in movement?
What is the primary role of an antagonist muscle in movement?
According to the concept of levers in the musculoskeletal system, what determines the amount of force exerted on an object?
According to the concept of levers in the musculoskeletal system, what determines the amount of force exerted on an object?
In lever systems, what does 'MAF' represent?
In lever systems, what does 'MAF' represent?
Which of the following best describes a mechanical advantage greater than 1.0 in a lever system?
Which of the following best describes a mechanical advantage greater than 1.0 in a lever system?
In a first-class lever system, how are the muscle force, resistive force, and fulcrum arranged?
In a first-class lever system, how are the muscle force, resistive force, and fulcrum arranged?
In a first-class lever system, such as the one described, what is the relationship between the muscle force (FM) and the resistive force (FR) when the moment arm of the muscle force (MM) is significantly smaller than the moment arm of the resistive force (MR)?
In a first-class lever system, such as the one described, what is the relationship between the muscle force (FM) and the resistive force (FR) when the moment arm of the muscle force (MM) is significantly smaller than the moment arm of the resistive force (MR)?
A lever system has a mechanical advantage of 0.125. What does this indicate about the relationship between the muscle force and the resistive force required to move a load?
A lever system has a mechanical advantage of 0.125. What does this indicate about the relationship between the muscle force and the resistive force required to move a load?
During a standing heel raise, the ball of the foot acts as the fulcrum. Given this, and considering the relationship between muscle force (FM), resistive force (FR), moment arm of the muscle force (MM), and moment arm of the resistive force (MR), what type of lever system is primarily in action?
During a standing heel raise, the ball of the foot acts as the fulcrum. Given this, and considering the relationship between muscle force (FM), resistive force (FR), moment arm of the muscle force (MM), and moment arm of the resistive force (MR), what type of lever system is primarily in action?
In a second-class lever, how does the length of the moment arm of the muscle force (MM) compare to the length of the moment arm of the resistive force (MR)?
In a second-class lever, how does the length of the moment arm of the muscle force (MM) compare to the length of the moment arm of the resistive force (MR)?
If a lever system is arranged such that the moment arm of the muscle force (MM) is greater than the moment arm of the resistive force (MR), what can be concluded about the relationship between the muscle force (FM) and the resistive force (FR)?
If a lever system is arranged such that the moment arm of the muscle force (MM) is greater than the moment arm of the resistive force (MR), what can be concluded about the relationship between the muscle force (FM) and the resistive force (FR)?
Consider a scenario where a person is performing plantar flexion. How are the muscle force, resistive force, and fulcrum arranged?
Consider a scenario where a person is performing plantar flexion. How are the muscle force, resistive force, and fulcrum arranged?
In a lever system, if the mechanical advantage is less than 1.0, what does this imply regarding the efficiency of the system in terms of force exertion?
In a lever system, if the mechanical advantage is less than 1.0, what does this imply regarding the efficiency of the system in terms of force exertion?
How does the understanding of lever systems and mechanical advantage assist in designing effective strength training programs?
How does the understanding of lever systems and mechanical advantage assist in designing effective strength training programs?
Flashcards
Muscle-Bone Interaction
Muscle-Bone Interaction
The skeleton moves via muscles pulling against bones, rotating them about joints, to transmit force.
Skeleton Divisions
Skeleton Divisions
The skeleton is divided into the axial (skull, spine, rib cage) and appendicular (limbs) sections.
Agonist Muscle
Agonist Muscle
The muscle most directly involved in causing a movement; also known as the prime mover.
Antagonist Muscle
Antagonist Muscle
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Lever
Lever
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Mechanical Advantage
Mechanical Advantage
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Mechanical Advantage > 1
Mechanical Advantage > 1
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First-Class Lever
First-Class Lever
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Third-Class Lever
Third-Class Lever
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Moment Arm (M)
Moment Arm (M)
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Muscle Force vs External Force
Muscle Force vs External Force
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Disadvantageous Lever
Disadvantageous Lever
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Second-Class Lever
Second-Class Lever
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Mechanical Advantage (Lever)
Mechanical Advantage (Lever)
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Figure 2.3 Example
Figure 2.3 Example
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FM, FR, MM, MR
FM, FR, MM, MR
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Fulcrum (Heel Raise)
Fulcrum (Heel Raise)
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Study Notes
- Muscles function by pulling against bones.
- This rotation around joints transmits force through the skin to the environment.
- There is an axial skeleton and an appendicular skeleton.
- Skeletal musculature enables the skeleton to move.
- The origin of this musculature is the proximal attachment, while the insertion is the distal attachment.
- The agonist is the muscle most directly involved in a movement and is also called the prime mover.
- The antagonist is a muscle that can slow down or stop the movement.
- Many muscles in the body function through levers.
- Body movements involved in sport and exercise primarily act through the bony levers of the skeleton.
- A lever is a rigid or semi-rigid body that exerts force on an object impeding its rotation when subjected to a force not passing through its pivot point.
- Levers transmit force tangential to the arc of rotation from one contact point along the object's length to another
- FA = force applied to the lever
- MAF = moment arm of the applied force
- FR = force resisting the lever's rotation
- MRF = moment arm of the resistive force
- The force applied by a lever is equal in magnitude but opposite in direction to FR.
- Mechanical advantage is the ratio of moment arm through which an applied force acts to the moment arm through which a resistive force acts.
- Allows the applied (muscle) force to be less than the resistive force to produce an equal amount of torque, if mechanical advantage is greater than 1.0.
- Mechanical advantage of less than 1.0 is a disadvantage.
First-Class Levers
- The muscle force and resistive force act on opposite sides of the fulcrum.
- In elbow extension against resistance (e.g., triceps extension exercise), O is the fulcrum.
- FM is the muscle force, and FR is the resistive force.
- MM is the moment arm of the muscle force, and MR is the moment arm of the resistive force.
- Mechanical advantage equals MM/MR, which is 5 cm/40 cm = 0.125, which being less than 1.0, is a disadvantage
- The muscle and resistive force act on opposite sides of the fulcrum
- Because MM is much smaller than MR, FM must be much greater than FR
- This illustrates a disadvantageous arrangement.
Second-Class Levers
- The muscle force and resistive force act on same side of the fulcrum.
- The muscle force acts through a longer moment arm than the resistive force.
- Due to its mechanical advantage, the required muscle force is smaller than the resistive force.
- In plantar flexion against resistance such as a standing heel raise, FM is the muscle force, FR the resistive force, MM the moment arm of the muscle force, MR the moment arm of the resistive force.
- The ball of the foot, the point about which the foot rotates, is the fulcrum (O) when the body is raised.
- Because MM is greater than MR, FM is less than FR.
- The muscle force and resistive force act on same side of the fulcrum
- The muscle force acts through a longer moment arm than the resistive force.
- Due to its mechanical advantage, the required muscle force is smaller than the resistive force.
Third-Class Levers
- The muscle force and resistive force act on the same side of the fulcrum.
- The muscle force acts through a moment arm shorter than that through which the resistive force acts.
- Provides a mechanical advantage is less than 1.0.
- The muscle force must be greater than the resistive force to produce torque equal to that produced by the resistive force.
- With elbow flexion against resistance such as a biceps curl, FM is the muscle force, FR the resistive force, MM the moment arm of the muscle force, MR the moment arm of the resistive force.
- Because MM is much smaller than MR, FM must be much greater than FR.
Other Considerations
- During elbow flexion with the biceps muscle, the perpendicular distance from the joint axis of rotation to the tendon's line of action varies throughout the range of joint motion.
- There is less mechanical advantage when the moment arm (M) is shorter.
- Most skeletal muscles operate at a considerable mechanical disadvantage.
- Forces in the muscles and tendons are much higher than those exerted by the hands or feet on external objects or the ground during sports and physical activities.
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Description
Explore the skeletal system's axial and appendicular components. Learn how skeletal muscles enable movement by pulling against bones, and how levers transmit force, essential for sports and exercise. Understand the roles of agonist and antagonist muscles in movement.