Physics Lab 1 Graph Matching Mr. Chin-Sung Lin. Kinematics.

Slides:



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

Graphing motion. Displacement vs. time Displacement (m) time(s) Describe the motion of the object represented by this graph This object is at rest 2m.
Ch Displacement, Velocity, and Acceleration.
Kinematics – Graphing Motion
1D Kinematics. Distance Time (DT) Graph Slope of a DT graph gives speed D This is a graph of an object not moving. No slope = No speed T.
Linear Kinematics. Kinematics Study of motion of objects without regard to the causes of this motion.
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.
GRAPHICAL ANALYSIS OF MOTION
Things to know!. Velocity-Time Graphs A velocity-time (V-T) graph shows an object’s velocity as a function of time. A horizontal line = constant velocity.
Kinematics Equations.
Acceleration Chapter 2 Section 2.
Topic 2.1 Kinematics _Uniform Motion
GRAPHS  INTERPRET  MEASURE SLOPE  -INSATATANEOUS AND AVERAGE  MEASURE AREA.
Scalar (Dot) Product. Scalar Product by Components.
1-D Kinematics. Science of describing motion. Words Diagrams Numbers Graphs Equations Develop sophosticated mental models that describe the motion of.
Physics Lab 2 Graphical Analysis of Motion
Interpreting Motion Graphs {Forces and Motion. Distance vs Time Graphs The motion of an object is defined by its change of position over a period of time.
Chapter 2 Motion in One Dimension 2-1 Displacement and Velocity  Motion – takes place over time Object’s change in position is relative to a reference.
Derivation of Kinematic Equations
Kinematics Kinematics is the branch of physics that describes the motion of points, bodies (objects) and systems of bodies (groups of objects) without.
Kinematics Kinematics is the branch of physics that describes the motion of points, bodies (objects) and systems of bodies (groups of objects) without.
Displacement vs Time, Velocity vs Time, and Acceleration vs Time Graphs.
Motion Chapter 2. Motion Distance ◦ How far an object has moved ◦ Total path Displacement ◦ Shortest path between 2 points ◦ Vector – requires magnitude.
Section 2 Acceleration.  Students will learned about  Describing acceleration  Apply kinematic equations to calculate distance, time, or velocity under.
Velocity-Time Graphs and Acceleration. What does a v-t graph look like? Time is marked on the horizontal axis and velocity is on the vertical. Graphs.
Velocity-Time Graphs What is it and how do I read one?
Velocity-Time Graphs. The slope of a velocity-time graph represents acceleration. A positive slope – positive acceleration Negative slope – negative acceleration.
Physics Lab 2 Graphical Analysis of Motion Eleanor Roosevelt High School Chin-Sung Lin.
Speed and Acceration. distance Total distance an object travels from a starting point to ending point.
Physics Lab 1 Graph Matching Eleanor Roosevelt High School Chin-Sung Lin.
Ch. 2 Graphing of Motion in One Dimension. Displacement-time Graph (  x vs.  t) Slope equals velocity. The "y" intercept equals the initial displacement.
Motion Graphs, kinematics - 2
Graphing motion.
3.2 Notes - Acceleration Part A. Objectives  Describe how acceleration, time and velocity are related.  Explain how positive and negative acceleration.
Physics Lesson 4 Linear Motion Eleanor Roosevelt High School Chin-Sung Lin.
l The study of HOW objects move: è Graphs è Equations è Motion maps è Verbal descriptions Kinematics-1.
Kinematics Kinematics is the branch of physics that describes the motion of points, bodies (objects) and systems of bodies (groups of objects) without.
Velocity.   Speed describes the rate of motion of an object. It is a scalar quantity (magnitude only)  Velocity describes the rate of motion AND the.
Physics Lecture 14 Instructor: John H. Hamilton. Last Lecture Review This week – Position – Change in position wrt time – Change in velocity wrt time.
READ PAGES Physics Homework. Terms used to describe Physical Quantities Scalar quantities are numbers without any direction Vector quantities that.
1.1Motion and Motion Graphs. Kinematics Terminology Scalar vs. Vector Scalar: quantities that have only a size, but no direction – ie: distance, speed.
Motion Quiz. 1. The slope of a position (distance) vs time graph equals what quantity of the motion?
Physics 101 Lecture 02A. Physics of Motion Mechanics.
Equations involving Constant Acceleration & Working with Kinematics Graphs Physics 11.
Describing Motion.
Chapter 2 Motion in One Dimension. Dynamics Dynamics: branch of physics describing the motion of an object and the relationship between that motion and.
1D Kinematics Equations and Problems. Velocity The rate at an object changes position relative to something stationary. X VT ÷ x ÷
Motion graphs Position (displacement) vs. time Distance vs. time
Speed vs. Velocity.
Mechanics 1 : Kinematics
Motion Graphs Position-Time (also called Distance-Time or Displacement-Time) d t At rest.
Graphical Analysis Of Motion
Chapter 2 Objectives Describe motion in terms of changing velocity.
Interpreting Distance vs. Time Versus Velocity vs. Time GRAPHS
Chapter 2 Objectives Describe motion in terms of changing velocity.
Motion and Force A. Motion 1. Motion is a change in position
Graphing Motion Walk Around
Motion Map Practice Name: ____________________________
Graphs of Linear Motion
Kinematics in one Dimension: Uniform motion graphs
Mechanics The study of Physics begins with mechanics.
Distance vs. Displacement
Understanding Motion Graphs
Speed Velocity Acceleration
Velocity vs Time Graphs – Notebooks
Kinematics 1-D Motion.
Velocity vs Time Graphs
Create graphs to match these prompts
Presentation transcript:

Physics Lab 1 Graph Matching Mr. Chin-Sung Lin

Kinematics

Kinematics is the branch of classical mechanics that describes the motion of objects without consideration of the forces that cause the motion

Displacement A displacement (d) is a vector quantity A displacement represents the length and direction of the shortest distance from the initial to the final position of an object Displacement

Displacement vs. Time The object is at rest at the origin t d d = 0, slope = 0

Displacement vs. Time The object is at rest at location b t d d = b, slope = 0 b

Displacement vs. Time The object is moving in positive direction at constant rate (velocity, v) from origin t d slope = v

Displacement vs. Time The object is moving in positive direction at constant rate (velocity, v) from location b t d slope = v b

Displacement vs. Time t d slope = v The object is moving in negative direction at constant rate (velocity, v) from origin

Displacement vs. Time t d slope = v The object is moving in negative direction at constant rate (velocity, v) from location b b

Velocity A velocity (v) is a vector quantity Velocity is the measurement of the rate and direction of change in the position/displacement (d) of an object v = d / t

Velocity Velocity is the slope of the displacement-time (d-t) graph t d slope = v (velocity)

Velocity vs. Time The object is at rest at the origin t d d = 0, slope = 0

Velocity vs. Time The object is at rest at the origin t d d = 0, slope = 0 t v v = 0, slope = 0

Velocity vs. Time The object is at rest at location b t d d = b, slope = 0 b

Velocity vs. Time The object is at rest at location b t d d = b, slope = 0 b t v v = 0, slope = 0

Velocity vs. Time The object is moving in positive direction at constant rate (velocity, v) from origin t d slope = v

Velocity vs. Time The object is moving in positive direction at constant rate (velocity, v) from origin t d slope = v t v v = v, slope = 0

Velocity vs. Time The object is moving in positive direction at constant rate (velocity, v) from location b t d slope = vb

Velocity vs. Time The object is moving in positive direction at constant rate (velocity, v) from location b t d slope = vb t v v = v, slope = 0

Velocity vs. Time t d slope = v The object is moving in negative direction at constant rate (velocity, v) from origin

Velocity vs. Time t d slope = v The object is moving in negative direction at constant rate (velocity, v) from origin t v v = v, slope = 0

Velocity vs. Time t d slope = v The object is moving in negative direction at constant rate (velocity, v) from location b b

Velocity vs. Time t d slope = v The object is moving in negative direction at constant rate (velocity, v) from location b b t v v = v, slope = 0

Acceleration A acceleration (a) is a vector quantity acceleration is the rate of change of velocity with time a = Δv / t

Acceleration Acceleration is the slope of the velocity-time (v-t) graph t v slope = a (acceleration)