Acceleration a.

Slides:



Advertisements
Similar presentations
Kinematics- Acceleration Chapter 5 (pg ) A Mathematical Model of Motion.
Advertisements

How Far? _________ (d) ______________________________________ To get to the store go 2-miles east, turn right and go 3-miles south. How far will you travel.
Notes on Motion III How Fast, How Far & How Long vdt.
Physics Physics: The study of forces, motion and energy Motion: Change in position over time compared to a reference point Reference Point: object used.
Notes on Motion IV Acceleration a What do you think of when someone says acceleration? If you think speeding up – then you are almost completely correct!!!!
ACCELERATION Chapter 4 Acceleration A change in velocity (speed or direction)
Aim: How do we use the kinematics formulas? Do Now: What is the difference between average velocity and instantaneous velocity? Quiz Tomorrow.
Day Topic: Review Objective: I will focus on information for the U2 test! Science Starter: Do a motion diagram for the following. t X.
Notes on Motion IV Acceleration a What do you think of when someone says acceleration? It turns out that an object is accelerating if it ____________.
Motion. Motion terms and their definitions: position:distance and direction from a reference point motion:change of position over a time interval example:
Introduction to Motion
Average speed formula v avg = ½ (vf+vi).
Speed and Velocity Speed and Velocity
Acceleration.
Acceleration Pg. 9 in NB This lesson defines acceleration, its signs and its units, and provides conceptual, graphical, and quantitative examples. Students.
Motion; Speed; Velocity; Acceleration
Chapter 2-2 Acceleration.
Acceleration When an object moves, most of the time it’s motion (velocity) will not be constant. Whenever an object changes it’s velocity (speed with a.
Section 1: Describing and measuring Motion
Motion; Speed; Velocity; Acceleration
How Fast, How Far & How Long
MOTION Chapter 10.
Introduction to Motion
Unit II Physical Science
Principles of Technology
Describing Motion Some More Equations….
Table of Contents M – Ch 1 – Section 1 M – Ch 1 – Section 3
How fast and where Print out slides 2 and 3 to follow along ppt
LESSON 12 Acceleration Δt Δt
Today we will: Use different acceleration equations to solve for displacement, final velocity, initial velocity, and time. Begin review for test.
What is Motion?.
Graph 2: A car travels at a constant speed of 6 m/s
Chapter 2 Motion and Speed.
Speed How fast does it go?.
Chapter 2 Motion and Speed
MEASURING MOTION DISPLACEMENT. SPEED. AVERAGE SPEED. VELOCITY
Velocity and Acceleration
Chapter 11: Motion and Speed
Speed and Velocity What is speed, velocity and acceleration?
Motion and Energy Motion.
Velocity and Acceleration
Chapter 2 Motion and Speed
Speed & Velocity Measuring Motion.
Chapter 2 Acceleration.
Motion in One Dimension
Section 2 Acceleration.
Describing and Measuring Motion
Introduction to Motion
Motion; Speed; Velocity; Acceleration
Table of Contents M – Ch 1 – Section 1 M – Ch 1 – Section 3
Chapter 2 Motion and Speed
Speed, Velocity, and Acceleration
Distance & Acceleration Kinematic Equations
Acceleration!.
Describing Motion: Acceleration
Introduction to Motion
Acceleration.
Chapter 2 Motion and Speed
Motion.
Acceleration Unit 1: Motion.
Chapter 2 Motion and Speed
Acceleration.
Cornell Notes 2-5 Velocity and Acceleration
Section 2 Acceleration.
Chapter 2 Motion and Speed
Chapter 12 Section 1 Part 2.
Describing Motion.
Kinematics II Acceleration.
Objective I will analyze and interpret data
Presentation transcript:

Acceleration a

Acceleration What do you think of when someone says acceleration? If you think speeding up – then you are almost completely correct!!!! It turns out that an object is accelerating if it Speeds up Slows down Or changes direction

Defining Acceleration Acceleration is defined as the rate of change of velocity. Another way to say this is that acceleration measures how fast an objects velocity changes. Accelerations can be positive or negative But Positive acceleration doesn’t always mean an object is speeding up. Negative acceleration doesn’t always mean an object is slowing down.

Speeding Up or Slowing Down For linear motion (straight-line). Whether or not an object speeds up or slows down is determined by the direction of the acceleration COMPARED to the direction of motion (velocity). If an object is moving in the negative direction and its acceleration is also positive, then the object will slow down. If an object is moving in the positive direction and its acceleration is also positive, then the object will speed up. If an object is moving in the negative direction and its acceleration is also negative, then the object will speed up. If an object is moving in the positive direction and its acceleration is also negative, then the object will slow down. In general, if the acceleration and velocity have the same sign (both positive or both negative), then the object: v v v v SPEEDS UP a a a a In general, if the acceleration and velocity have different signs (one positive and one negative), then the object: SLOWS DOWN

Units for Acceleration English System Feet per Second per Second (ft/s/s or ft/s2) Metric System Kilometers per Hour per second (km/hr/s), Meters per Second per Second (m/s/s or m/s2)) In science the most common unit is: m/s/s or m/s2

Meaning of Acceleration A car starts from rest and accelerates at 4 km/hr/s. What does this mean? This means the car’s velocity changes by 4 km/hr each second. Starting Velocity: Velocity after 1-s: Velocity after 2-s: Velocity after 10-s: 0 km/hr 4 km/hr 8 km/hr 40 km/hr

Meaning of Acceleration A car traveling at 10 km/hr accelerates at 4 km/hr/s. What does this mean? This means the car’s velocity changes by 4 km/hr each second. Starting Velocity: Velocity after 1-s: Velocity after 2-s: Velocity after 10-s: 10 km/hr 14 km/hr 18 km/hr 50 km/hr

Meaning of Acceleration A car traveling at 8 km/hr accelerates at-4 km/hr/s. What does this mean? This means the car’s velocity changes by -4 km/hr each second. Starting Velocity: Velocity after 1-s: Velocity after 2-s: Velocity after 10-s: 8 km/hr 4 km/hr STOPPED!!!!!! 0 km/hr CHANGED DIRECTIONS -32 km/hr

Solving Problems with Acceleration Acceleration is defined as the rate of change of velocity. Since this is a rate of change we can also say that acceleration is the change in velocity over time. As an equation this looks like: vf is the final velocity (ending) and vi is the initial velocity (starting). This will find the average acceleration if the change in velocity is over a time interval. This will find the uniform acceleration if the acceleration is constant.

Solving Problems with Acceleration If we place this formula into our triangle, we can find other useful formulas from this vf - vi a t

Solving Problems with Acceleration If you need to find t, cover t. Since vf - vi is on top of a, divide them. vf - vi a t

Solving Problems with Acceleration If you need to find vf, cover vf-vi. Since a is next to t, multiply them. Finally add vi to both sides. vf - vi a t