Chapter 2: Describing Objects in Linear Motion Flashcards

(44 cards)

1
Q

What branch of rigid-body mechanics is concerned with the mechanics of moving objects

A

Dynamics

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2
Q

What branch of dynamics is concerned with the description of motion (ie speed, velocity)

A

Kinematics

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3
Q

What type of motion do all points on the body move?
-same distance, same direction, at the same time

A

Linear motion (translation)

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4
Q

What type of motion is a staight line?
Ex: figure skater gliding across the ice

A

Rectilinear translation

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5
Q

What type of motion is a curved line?
Ex: Ski jumper during “jump” phase

A

Curvilinear translation

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6
Q

For both rectilinear and curvilinear translation, all points on a body/object move so that orientation of the object does not change and ALL points on the object move the same distance-The difference is the ___

A

Line (curved vs straight)

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7
Q

What type of motion (rotation) do all points on the body move through the same angle
-all points on body or object move in circles (or parts of circles) about the same fixed central line or axis

A

Angular motion (rotation)

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7
Q

A type of angular motion that is a giant swing or pirouette

A

Whole body rotation

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8
Q

What type of angular motion involved flexion, extension, adduction, abduction

A

Segment rotation

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8
Q

What type of motion combines angular and linear motion?
-Most common in sports and human movement, like peddling a bike or walking

A

General motion (mixed)

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9
Q

The 4 descriptors of linear motion

A

How far?
What direction?
How fast?
Speeding up, slowing down?

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10
Q

Term used to describe something identifying location in space

A

Position

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11
Q

A position that consists of starting line and finish line (+40m, -40m)

A

1 dimension

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12
Q

A position that consists of a goal line, sideline and Cartesian coordinate system

A

2 dimensions

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13
Q

A position that consists of ball on tennis court from baseline, from sideline, how high

A

3 dimensions

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14
Q

Both ____ and ____ measure a change in position (motion)

A

Distance and Displacement

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15
Q

What is the term used to describe the length of path traveled

A

Distance (scaler)

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16
Q

What term uses a vector (a number and direction), linear distance in a specified direction

17
Q

Which way is x-direction?

18
Q

Which way is y-direction?

19
Q

What is a straight line between initial (start) and final (end)

20
Q

Both ____ and _____ measure rate of motion
-How fast the body is moving (meters/second=m/s)

A

Speed and Velocity

21
Q

Equation for Speed (scalar) length of space traveled

A

speed= distance traveled (meters) / time taken (seconds)

22
Q

Equation for Velocity (vector)

A

velocity= displacement (meters)/time taken (seconds)

23
____is rate of motion, _____is rate of motion in a ____ direction
Speed, velocity, specific
24
Rate of motion at an instant in time -time duration very short -change in position very short (interval of a race)
Instantaneous Speed or Velocity
25
Formula for average velocity
v= d/ change in t (or time taken)
26
Rate of change in velocity -starts, stops, speeds up, slows down, changes direction
Acceleration
27
What type of acceleration is best described as: when acceleration is constant (constant force) -allows for prediction of future position and velocity -two many applications (vertical and horizontal motion)
Uniform acceleration
28
Two types of uniform acceleration: ____ and ____
Vertical motion and horizontal motion
29
____motion: gravitational force constant a=g=-9.81 m/s squared (- downward)
Vertical motion
30
____motion: ignore air resistance acceleration= 0 m/s squared
Horizontal motion
31
Vi and Vf describe what
initial velocity and final velocity
32
change in y describes what? yi=_____ yf=____
y displacement yi= initial position yf= final position
33
g stands for what and what is the numerical part of this?
gravitational acceleration= -9.81 m/s squared
34
change in time describes what? ti= ___ tf=___
time interval ti= time interval tf= time final
35
Formula for vertical velocity at the end of some time interval
vf=vi + g*change in time
36
Formula for vertical position at the end of some time interval
yf=yi+vi change in t +1/2g*(change in time)squared
37
Formula for calculating velocity at the end of some displacemnt (s)
vf squared= v initial squared + 2g* change in y
38
True or false: Horizontal velocity remains constant over time
True
39
True or false: Horizontal displacement depends only on time interval
True
40
True or false: Horizontal velocity remains constant over a displacement
True
41
A type of motion that describes: An object in the air acted on only by forces of gravity and air resistance -Consider vertical and horizontal kinematics separately -Apply appropriate equation of uniform acceleration for each direction
Projectile motion
42
Type of motion that describes a plane curve that mirrors symmetrical and U-shaped
Parabola