It's amazing how long it takes to complete something you are not working on. - McGee's First Law -

Slides:



Advertisements
Similar presentations
Chapter 3: Position, Speed and Velocity
Advertisements

CH 2: 1D motion.
KINEMATICS.
Table of Contents 2 Chapter 2 Motion.
Glencoe: Chapter 3 Section 1 Pages 70-75
How do we describe motion?
SPEED AND VELOCITY NOTES
Motion, Speed, Velocity and Acceleration. Motion ► Motion – an object’s change in position relative to a reference point.
MOTION Unit 9, Chapter 11.
Displacement and Velocity Chapter 2 Section 1. Displacement Definitions Displacement – The change in position of an object from one point to another in.
MOTION IN ONE DIMENSION SEPTEMBER GOAL To describe motion using vocabulary, equations, and graphs.
Motion in a Straight Line KINEMATICS - the process of motion is integral to the description of matter characteristics - all matter is moving - therefore.
Physics Ch. 3 Position, Speed, and Velocity
Reference Point Scalar Vector Position Distance Displacement Speed
1 1- D Motion Kinematics “Motion in a Straight Line!”
Chapter 11: Motion.
Motion Distance, Displacement Speed, Velocity, and Acceleration.
Unit 2 Physics Area of Study 1 Motion Area of Study 1 Ch 4 Aspects of Motion Chapter 4 Aspects of Motion.
Motion and Energy Chapter 9.
Chapter 11 Motion.
Chapter 2 One Dimensional Kinematics
Motion In One Dimension by: Heather Britton. Motion In One Dimension Kinematics - the study of how objects move Frame of reference - what you are comparing.
DESCRIBING MOTION: Kinematics in One Dimension CHAPTER 2.
Chapter 2 Motion Along a Line. Position & Displacement Speed & Velocity Acceleration Describing motion in 1D Free Fall.
MOTION IN ONE-DIRECTION: DISPLACEMENT, VELOCITY, & ACCELERATION PHYSICS.
Distance is the space between two points, commonly measured in metres (m). Distances between two points can depend on the path taken. Time (t) is the duration.
Motion in One Dimension Displacement and Velocity.
Resolve the vector into x & y components 40.0 m/s at 45 o SoW.
Physics Physics is the most basic of the sciences. It is the study of forces, motion, light, heat, sound, energy, matter, atomic and subatomic structure.
Kinematics in Two Dimensions AP Physics 1. Cartesian Coordinates When we describe motion, we commonly use the Cartesian plane in order to identify an.
Physics MOTION Motion Diagrams n A series of images of a moving object that records its position after equal time intervals n *see the pictures in your.
Motion Chapter 11. Distance and Displacement To describe motion accurately and completely a frame of reference is necessary. There can be numerous frames.
Motion, Speed, Velocity and Acceleration. VECTORS AND SCALORS ORIGIN - POINT AT WHICH BOTH VARIABLES ARE AT 0 (ZERO) MAGNITUDE – SIZE VECTORS – DIRECTION.
Velocity and Speed. Mechanics Branch of physics that studies motion Two parts Kinematics – describes motion Dynamics – tells why motion occurs.
Is she moving clockwise or
Physics Unit 2 1-D and 2-D Motion Topics: 4 What is Linear Motion? 4 Vector vs. Scalar Quantities 4 Distance vs. Displacement (Comparison) 4 Speed vs.
Uniform Motion.
Chapter 8 Lesson 3 Describing and Measuring Motion When is an Object in Motion? SC.6.N.2.2., SC.6.N.2.3, SC.6.P.12.1.
1 Describing Motion Displacement and Distance Chapter 2.
Displacement, Velocity, Constant Acceleration.
Kinematics Kinematics is the branch of physics that describes the motion of points, bodies (objects) and systems of bodies (groups of objects) without.
Resolve the vector into x & y components 40.0 m/s at 45 o SoW.
 Frame of reference is a place or object that you assume is fixed  observations of how objects move in relation to that frame of reference.  perception.
Motion:speed, velocity, Acceleration. Vector vs. Scalar  Scalar is a quantity with magnitude and no direction  Vector is a quantity with both magnitude.
READ PAGES Physics Homework. Terms used to describe Physical Quantities Scalar quantities are numbers without any direction Vector quantities that.
Kinematics. Kinematics-What is it? Kinematics is the study of motion. –Motion is always defined in terms of change in location.  Locations or Positions.
One-Dimensional Constant Motion Physics 1. Displacement The change in position of an object is called displacement,  x. Example 1: I go running on the.
Insanely Super Important Kinematics Terms. Kinematics The study of the motion of objects- does not deal with the forces that caused the motion.
3.2 Graphs of Speed and Velocity. Chapter Objectives  Calculate time, distance, or speed when given two of the three values.  Solve an equation for.
Motion along a straight Line: In order to describe an objects motion you need to be aware of where it is located at different times. In other words, we.
One-Dimensional Constant Motion
Motion Position, Speed and Velocity Graphs of Motion Acceleration.
Physical Science 11.1 Motion
Equations of Motion PSC1341 Chapter 2.
MOTION IN TERMS OF POSITION, TIME, AND VELOCITY
Chapter 15: Motion & Momentum Section 1: What is motion?
Motion Chapter 11.
Chapter 11 Motion.
Uniform Motion.
Notes 1: Measuring Motion
Speed Pages 220 – 223.
Motion in 1D, Vectors and Velocity
Section 1 Displacement and Velocity
Physics: It’s all around you…
Unit B01 – Motion in One Dimension
Lecture Notes: Displacement, Velocity, and Acceleration
Motion in a Straight Line
Kinematics: Displacement and Velocity
Speed Velocity Acceleration
Linear Motion.
Presentation transcript:

It's amazing how long it takes to complete something you are not working on. - McGee's First Law -

TO TALK ABOUT MOTION, WE HAVE TO DEFINE POSITION. POSITION REFERS TO THE LOCATION OF AN OBJECT. TO DESCRIBE THE POSITION OF AN OBJECT, WE NEED A REFERENCE POINT. FOR EXAMPLE, WE MIGHT SAY JAKE LIVES IN THE THIRD HOUSE ON THE LEFT PAST THE STOP LIGHT. IN THIS CASE, WE ARE USING THE STOP LIGHT AS A REFERENCE POINT. FOR WIDER AREAS, WE MIGHT USE THE COORDINATES OF A MAP – LONGITUDE AND LATITUDE.

LONGITUDE USES THE PRIME MEREDIAN AS A REFERENCE, AND LATITUDE USES THE EQUATOR. IF WE ARE PLOTTING POINTS ON A GRAPH, WE USE X,Y COORDINATES, AND THE ORIGIN IS OUR REFERENCE. AS PEOPLE STARTED VENTURING INTO SPACE, ASTRONOMERS STARTED WONDERING IF THEY COULD COME UP WITH AN ABSOLUTE REFERENCE POINT. THINK ABOUT IT. WHAT WOULD YOU USE?

THE EARTH IS ROTATING ON ITS AXIS – AT THE EQUATOR, THE SURFACE OF THE EARTH IS MOVING AT 1070 mi/hr OR 1670 km/hr. THE EARTH IS ORBITING THE SUN AT 108,000 km/hr OR 70,OOO mi/hr. THEN, THE SOLAR SYSTEM IS MOVING ABOUT THE CENTER OF THE GALAXY AT 720,000 km/hr OR 450,000 mi/hr. TO COMPLICATE THINGS FURTHER, SPACE IS EXPANDING. THE FURTHER OUT YOU GO, THE FASTER IT IS EXPANDING – 74.2 km/sec/mpsec. (about 3 million light years).

FRAME OF REFERENCE GSklU

IF AN OBJECT IS CHANGING POSITION RELATIVE TO US OR TO ANOTHER REFERENCE, WE SAY IT IS IN MOTION. WE CAN DESCRIBE THAT MOTION USING THE FUNDAMENTAL UNITS OF LENGTH AND TIME. TIME RATE OF CHANGE OF POSITION – EITHER SPEED OR VELOCITY. WE SOMETIMES USE THEM INTERCHANGEABLY, BUT THEY HAVE DIFFERENT MEANINGS.

SPEED IS A SCALAR QUANTITY – IT ONLY DESCRIBES MAGNITUDE, E.G., km/hr, km/sec, mi/hr – YOU HAVE ONLY A NUMERICAL VALUE (magnitude) AND A UNIT. VELOCITY IS A VECTOR QUANTITY – IT INCLUDES MAGNITUDE (numerical value and a unit) AS WELL AS DIRECTION. VELOCITY CAN BE REPRESENTED GRAPHICALLY USING ARROWS WITH THE LENGTH OF THE ARROW REPRESENTING SPEED AND THE DIRECTION OF THE ARROW REPRESENTING DIRECTION.

AVERAGE SPEED IS THE TOTAL DISTANCE TRAVELED DIVIDED BY THE TIME SPENT TRAVELING IT. YOU CAN THINK OF DISTANCE AS THE ACTUAL PATH TRAVELED. speed = distance/time =  d/  t INSTANTANEOUS SPEED WOULD BE THE ACTUAL SPEED AT ANY GIVEN MOMENT (THE TIME INTERVAL WOULD BE VERY SMALL). THINK OF IT AS THE SPEED YOU WOULD READ OFF A SPEEDOMETER.

A B DISPLACEMENT DISTANCE DISPLACEMENT IS THE DIFFERENCE IN POSITION BETWEEN INITIAL AND FINAL POSITIONS. DISTANCE IS THE ACTUAL PATH TRAVELED BETWEEN INITIAL AND FINAL POSITIONS.

VELOCITY IS SIMILAR TO SPEED, BUT A DIRECTION IS INVOLVED. AVERAGE VELOCITY IS THE DISPLACEMENT DIVIDED BY THE TOTAL TRAVEL TIME. ALSO, A DIRECTION MUST BE INCLUDED. v =  d/  t Note: the bar over the v means average. IN THE PREVIOUS DRAWING, THE DISTANCE FROM A TO B MIGHT BE 35 mi. IF THIS WERE TRAVELED IN 1 HOUR, THE SPEED WOULD BE 35 mph. THE DISPLACEMENT MIGHT BE 25 mi, SO THE VELOCITY WOULD BE 25 mph northeast.

DISPLACEMENT VERSUS DISTANCE 1PXyY DR. SKATEBOARD’S VIDEOS ON MOTION ZEeHEA5CJmhOMKdnG5MnFT8L1UV36Gc

PROBLEM: THE SPEED OF LIGHT IN A VACUUM IS 3.00 X 10 8 m/s. HOW MANY SECONDS DOES IT TAKE LIGHT FROM THE SUN TO REACH THE EARTH IF THE DISTANCE IS 1.50 X 10 8 km (average)? speed = c = d/t