Week 1 Flashcards

1
Q

What is biomechanics

A

Synthesis of biology and mechanics that seeks to

understand and explain human movement

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2
Q

Biomechanics is used in the analysis of: name 4

A
 Sports technique
 Improve performance
 Predict performance
 Monitor rehab
 Assess equipment
 Design equipment
 Postural deficiencies
 Work environments
 Prevent injuries
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3
Q

Describes motion

A

A movement that occurs without force - Kinematics

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4
Q

The study of forces that cause motion

A

Kinetics

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5
Q

Two types of Kinetics

A

Torque and Force

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6
Q

Three types of Kinematics

A

Displacement, Velocity, Acceleration

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7
Q

Kinematics and Kinetics can be both Linear and _______

A

Angular

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8
Q

Scalar measurement

A

A physical quantity that is described by its magnitude

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9
Q

Vector measurement

A

Vector is a measurement that refers to both the magnitude of the unit and the direction of the movement the unit has taken

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10
Q

Examples of scalar measurements

A

Mass, distance, speed, time

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11
Q

Examples of vector measurements

A

Force, displacement, velocity, acceleration

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12
Q

Qualitative in reference to biomechanics

A

Implies that description of motion is done without the use of numbers

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13
Q

Quantitative in reference to biomechanics

A

Implies that description is made with numbers

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14
Q

3 types of motion

A

Linear - translatory motion
Angular - rotation around an axis
General - combination of both linear and angular

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15
Q

Rectilinear

A

Straight line - 100m run

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16
Q

Curvilinear

A

Slight curve to the linear motion - long jump

17
Q

Two types of axis in angular motion

A

Internal and external axis

18
Q

What plane would elbow flexion be in from the anatomical position

A

Sagittal plane

19
Q

What plane would hip abduction be in from the anatomical position

A

Frontal plane

20
Q

Internal rotation of the leg would be in what plane

A

Transverse plane

21
Q

Linear displacement

A

Vector - Change in location from the initial to the final position (must contain direction)

22
Q

Linear velocity

A

Vector - The rate of change in displacement

23
Q

Linear velocity equation

A

𝑣 =∆ 𝑑 / ∆ 𝑡

∆ = change

24
Q

Linear acceleration

A

The rate of change in velocity

25
Q

Linear acceleration equation

A

𝑎 =∆ 𝑣 / ∆ 𝑡

broken down into:

𝑎 = 𝑣f − 𝑣i / 𝑡f − 𝑡i

vf = velocity final
vi = velocity initial
tf = time final
ti = time initial

(∆ = change)

26
Q

What is the average acceleration of a runner who is travelling at a
velocity of 2 m/s forwards at 1 second and at 6 m/s by 7 seconds?

A

a = 0.66 m/s2 forwards

27
Q

Average velocity

A

Velocity throughout a given time period

e.g. Velocity of golf club throughout swing

28
Q

Instantaneous velocity

A

Velocity at a precise point in time (at an instant)

e.g. Velocity of golf club upon impact with ball

29
Q

Instantaneous velocity equation

A

𝑣𝑖 = 𝑑𝑖+1 − 𝑑𝑖 −1 / 𝑡𝑖+1 − 𝑡𝑖 −1

vi = velocity at an instant (i) in time (measured in m/s)
di + 1 = displacement at frame after instant (measured in m)
di - 1 = displacement at frame before instant (measured in m)
ti + 1 = time at frame after instant (measured in s)
ti - 1 = time at frame before instant (measured in s)

30
Q

Usain bolt’s 100m sprint. 6 frames were captured with his time and displacement.

Calculate the instantaneous velocity of frame 5 with the values of frame 4 (4.85s & 60m) and frame 6 (9.58s & 100m)

A

8.46 m/s

rounded to two decimal places

31
Q

Instantaneous acceleration equation

A

𝑎𝑖 = 𝑣𝑖+1 − 𝑣𝑖 −1 / 𝑡𝑖+1 − 𝑡𝑖 −1

32
Q

Does -ve acceleration mean you’re slowing down?

A

No as you could be accelerating in a negative direction

33
Q

When you are at maximum velocity, what is your acceleration?

A

zero