Free Online Flashcard Deck

2 Mechanics of the Body Free Online FlashCards

Study 2 Mechanics of the Body with 12 free online flashcards. Review key terms, definitions, and concepts with this interactive flashcard deck.

12 cards
01
Front

What does biomechanics study?

Back

Biomechanics applies mechanics to living bodies, studying how forces produce movement and how loads are carried by tissues and devices.

02
Front

What is a force, and how is it measured?

Back

A force is a push or pull with magnitude and direction, measured in newtons (N).

03
Front

State Newton’s second law.

Back

Newton’s second law is ∑F⃗=ma⃗\sum \vec{F}=m\vec{a}: net force equals mass times acceleration.

04
Front

What happens when the net force on a body is zero?

Back

The body has no linear acceleration; it remains at rest or moves at constant velocity.

05
Front

What does a free-body diagram show?

Back

A free-body diagram isolates an object and shows all forces acting on it.

06
Front

What is torque, and how is it calculated?

Back

Torque is a force’s turning effect about a pivot: τ=rFsin⁡θ=r⊥F\tau=rF\sin\theta=r_{\perp}F.

07
Front

How can a force produce more torque about a joint?

Back

A force applied farther from a joint, or more nearly perpendicular to the limb, generally produces greater torque.

08
Front

What roles do bones, joints, and muscles play in a body lever?

Back

Bones act as levers, joints as pivots, and muscles provide the applied forces.

09
Front

What torque does a 20 N object produce 0.30 m from the elbow?

Back

The object produces 20×0.30=6.020\times0.30=6.0 N·m of torque about the elbow.

10
Front

What muscle force balances 6.0 N·m with a 0.04 m lever arm?

Back

Ignoring other forces, the muscle must exert about 6.0/0.04=1506.0/0.04=150 N to balance the object’s torque.

11
Front

What is stress, and how is it calculated?

Back

Stress is force distributed over an area: stress=F/A\text{stress}=F/A. It is measured in pascals PaPa.

12
Front

What is strain, and how is it calculated?

Back

Strain is relative deformation: strain=ΔL/L0\text{strain}=\Delta L/L_0. It is dimensionless.