Kinematics Acceleration 1 This set of slides may be updated this weekend. I have given you my current slides to get you started on the PreAssignment. Check.

Slides:



Advertisements
Similar presentations
Motion and Force A. Motion 1. Motion is a change in position
Advertisements

A graph of the instantaneous velocity of an object over a specified period of time Time is independent (x-axis) Velocity is dependent (y-axis) Remember,
Chapter 2 One Dimensional Kinematics
Meanings of the Derivatives. I. The Derivative at the Point as the Slope of the Tangent to the Graph of the Function at the Point.
Chapter 2. Concepts of Motion
3-instvelacc Review Three cars are starting on a 30-mile trip. They start at the same time, and arrive ½ hour later. Slow start, then becoming faster Fast.
Linear Motion III Acceleration, Velocity vs. Time Graphs.
Acceleration. Graphs to Functions  A simple graph of constant velocity corresponds to a position graph that is a straight line.  The functional form.
Kinematics Acceleration 1 Motion with Constant Acceleration Instantaneous Acceleration Acceleration.
Kinematics Velocity 1 Motion in One Dimension Uniform Motion Instantaneous Velocity Finding Position from Velocity The Particle Model Velocity.
Acceleration. Changing Velocity  In complicated motion the velocity is not constant.  We can express a time rate of change for velocity just as for.
Physics 151 Week 4 Day 3 Topics Motion Diagrams Motion Graphs
Motion Vectors. Displacement Vector  The position vector is often designated by.  A change in position is a displacement.  The displacement vector.
Physics 2011 Chapter 2: Straight Line Motion. Motion: Displacement along a coordinate axis (movement from point A to B) Displacement occurs during some.
College and Engineering Physics Acceleration 1 TOC Motion with Constant Acceleration Instantaneous Acceleration Acceleration.
College and Engineering Physics Velocity and Speed 1 TOC Motion in One Dimension Uniform Motion Instantaneous Velocity Finding Position from Velocity The.
Motion with Constant Acceleration
I: Intro to Kinematics: Motion in One Dimension AP Physics C Mrs. Coyle.
Acceleration Physics Mrs. Coyle. Part I Average Acceleration Instantaneous Acceleration Deceleration Uniform Accelerated Motion.
What is the rate change in position called?
Motion in 1 Dimension. v  In the study of kinematics, we consider a moving object as a particle. A particle is a point-like mass having infinitesimal.
Motion in One Dimension Average Versus Instantaneous.
Acceleration Chapter 2 Section 2.
You need: Binder For Notes.  Describe motion in terms of frame of reference, displacement, time interval and velocity.  Calculate displacement, average.
Uniform Motion. 1) Uniform (rectilinear) motion a) Constant Speed b) straight line c) same direction 2) Speed a) Distance covered in a period of time.
Scalar (Dot) Product. Scalar Product by Components.
PPP Chapter 5-3 Acceleration. Uniform Acceleration: Acceleration is constant V vs t plot is a straight line Acceleration is the slope of that line What.
Acceleration and non-uniform motion.
Acceleration Physics 1 Dimensional Motion Chapter 2 Section 2 – pages
المحاضرة الخامسة. 4.1 The Position, Velocity, and Acceleration Vectors The position of a particle by its position vector r, drawn from the origin of some.
Chapter 2: Kinematics in one Dimension Displacement Velocity Acceleration HW2: Chap. 2: pb.3,pb.8,pb.12,pb.22,pb.27,pb.29,pb.46 DUE on Wednesday, Sept.
Which line represents the greater speed? Graphing motion The greater the speed, the steeper the slope.
Velocity Acceleration AND. Changing velocities means it is NON-uniform motion - this means the object is accelerating. m/s 2 m/s /s OR = ∆t∆t ∆v∆v a P(m)
Velocity and Speed. Mechanics Branch of physics that studies motion Two parts Kinematics – describes motion Dynamics – tells why motion occurs.
2.1 Position, Velocity, and Speed 2.1 Displacement  x  x f - x i 2.2 Average velocity 2.3 Average speed  
l The study of HOW objects move: è Graphs è Equations è Motion maps è Verbal descriptions Kinematics-1.
Instantaneous Velocity The velocity at an instant of time. For a curved graph, use very small intervals of time.
Kinematics Descriptions of Motion aka “Kinematics” time ( t ) position (d)  displacement (  d) velocity (v) acceleration (a)
REVIEW.  Vector quantities have both ____ and _____.  Scalar quantities have ____ only.
READ PAGES Physics Homework. Terms used to describe Physical Quantities Scalar quantities are numbers without any direction Vector quantities that.
Kinematics Kinematics is the science of describing the motion of objects using words, diagrams, numbers, graphs, and equations.
Acceleration in Graphs 9/27/2011. Position vs. Time Graph For this graph, where is the velocity positive? Where is the velocity zero? Where is the velocity.
Derivative Examples 2 Example 3
1.1Motion and Motion Graphs. Kinematics Terminology Scalar vs. Vector Scalar: quantities that have only a size, but no direction – ie: distance, speed.
Speed & Following Distance Transportation: Ch. 1, Act. 2.
Motion in One Dimension
Uniform Motion t (s) x (cm) v (cm/s)
Introducing: Motion and Forces
Graphical Analysis Of Motion
Representing Motion Graphically
Acceleration.
Chap. 2: Kinematics in one Dimension
Position vs. time graphs Review (x vs. t)
Describing Motion.
Chapter 2 Objectives Describe motion in terms of changing velocity.
Chapter 2 Objectives Describe motion in terms of changing velocity.
Motion and Force A. Motion 1. Motion is a change in position
Kinematics Kinematics is the science of describing the motion of objects using words, diagrams, numbers, graphs, and equations.
Speed, Velocity, and Acceleration
Kinematics in one Dimension: Uniform motion graphs
Kinematics: The Mathematics of Motion
Contents: 2-1E, 2-5E, 2-9P, 2-13P, 2-33P, 2-36P*
Understanding Motion Graphs
Aim: How do we analyze position-time or Displacement-time graphs?
In the study of kinematics, we consider a moving object as a particle.
Velocity-Time Graphs for Acceleration
Kinematics 1-D Motion.
Uniform Motion t (s) x (cm) v (cm/s)
Motion in One Dimension
Presentation transcript:

Kinematics Acceleration 1 This set of slides may be updated this weekend. I have given you my current slides to get you started on the PreAssignment. Check back here frequently to see if updates have been made. I will post here a record of updates that have been made.

Kinematics Acceleration 2 Motion with Constant Acceleration Instantaneous Acceleration Acceleration

Kinematics Acceleration 3 Acceleration measures the change in the motion of an object This change can happen in magnitude or direction. As the bee moves to a new flower, he speeds up at takeoff and slows down as he lands. Both speeding up and slowing down are acceleration. As he leaves the scene, his speed is constant, but his direction changes. This change in direction is also an acceleration! Acceleration

Kinematics Acceleration 4 The direction and quantity of “the change of motion” of a particle is given by its acceleration. The average acceleration of a particle (whether or not the change in motion is uniform) is given be a simple equation … In words, we would say this equation tells us that “the average acceleration of a particle is the change in its velocity over the entire interval during which it moved”. The slope of this line is the x-component of the average acceleration. Average Acceleration vxvx t

Kinematics Acceleration 5 Acceleration is constant if it does not change. This means that the quantity (known as the magnitude) and the direction stay the same. If the velocity vs. time graph of a particle’s motion is a straight line, then the average acceleration is the slope of this line and this component of the change in motion is uniform. Motion with Constant Acceleration (Uniform Change in Motion) t vxvx

Kinematics Acceleration 6 A way to model the change in motion of a particle is to graph acceleration vs. time. Acceleration is the derivative (slope) of the velocity over time. Acceleration vs. Time Graph vxvx t axax t 0s5s8s4s7s2s3s6s1s 0s5s8s4s7s2s3s6s1s