ppt presentation on kinematics

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Introduction to the Language of Kinematics

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Kinematics is the science of describing the motion of objects using words, diagrams, numbers, graphs, and equations. Kinematics is a branch of mechanics. The goal of any study of kinematics is to develop sophisticated mental models that serve to describe (and ultimately, explain) the motion of real-world objects.

In this lesson, we will investigate the words used to describe the motion of objects. That is, we will focus on the language of kinematics. The hope is to gain a comfortable foundation with the language that is used throughout the study of mechanics. We will study such terms as scalars, vectors, distance, displacement, speed, velocity and acceleration. These words are used with regularity to describe the motion of objects. Your goal should be to become very familiar with their meaning.  

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Mechanics - Kinematics. Powerpoint.

Subject: Kinematics

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22 February 2018

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Kinematics Equations

Kinematics equations the main equations will be asterisked note: you will not be expected to do this on a test, but it is important to know these equations come from ... – powerpoint ppt presentation.

• There are a total of five (5) variables that are used in combination in these equations vF, vi, a, t and d.
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Kinematics Equations

Jul 22, 2014

880 likes | 5.1k Views

Kinematics Equations. Kinematics. Equations used to describe & represent the motion of objects are known as kinematic equations . Quantities used in Kinematic Equations d = Displacement t = Time v f = Final velocity v i = Initial velocity ( v o ) a = Acceleration.

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Kinematics Equations used to describe& representthe motion of objectsare known as kinematic equations. Quantities used in Kinematic Equations d = Displacement t = Time vf = Final velocity vi = Initial velocity (vo) a = Acceleration

Acceleration Equation a = v t a = Vf- Vi t Units are m/s2 (distance / time2)

Acceleration Equation a= acceleration Vf= Final Velocity Vi = Initial Velocity D= displacement ∆= Change in *Use this equation when you have no t*

Ms. Frazier makes a joke about French Canadians in the middle of Whole Foods. A visitor from Quebec, standing 5 meters away, overhears the joke and throws a baguette at Ms. Frazier’s head. If the baguette started at 5 m/s and ended at 10 m/s, how fast did the baguette accelerate toward Ms. Frazier’s noggin’? = (10 m/s)2 – (5 m/s) 2 2(5m) = 100 m2/s2 – 25 m2/s2 10 m =75 m2/s2 10 m = 7.5 m/s2 What we know Vf= 10 m/s Vi= 5 m/s D = 5 meters Term to find out a = acceleration The Formula we will use

Displacement Equation d= displacement Vi = initial velocity T = time A = acceleration * Use this equation when you have no Vf*

A car traveling at 40 m/s accelerates at 10 m/s2 for 5 seconds. How far did the car move during this time? = (40 m/s)(5 seconds) + (5 seconds) = (200m) + (25 seconds = (200m) + (125 m) =325meters What we know a = 10 m/s2 Vi= 40 m/s t = 5 seconds Term to find out D = distance The Formula we will use

Final Velocity Equation Vf= Vi + at Vf= Final Velocity Vi= Initial Velocity a= Acceleration t= Time * Use this equation when you have no Vf*

A cart rolling down an incline for 5.0 seconds has an acceleration of 4.0 m/s2. If the cart has a beginning speed of 2.0 m/s, what is its final speed? What we know Vi= 2.0 m/s a= 4.0 m/s2 t= 5.0 s = (2.0 m/s) + (5.0 s) = 2.0 m/s + = 22 meters/seconds Term to find out Vf= Final Velocity The Formula we will use

Final Velocity Equation Vf2= Vi2+ 2ad Vf= Final Velocity Vi= Initial Velocity a= Acceleration d= displacement * Use this equation when you have no t*

Crusty the Clown gets shot 35 meters out of a cannon and into a vat of Jell-O. If Crusty accelerated at 5 m/s2 and his initial velocity was 0 m/s, what was the velocity of Crusty when he hit the Jell-O? What we know Vi= 0 m/s a= 5 m/s2 D = 35 m = (0 m/s)2 + (35m) = 0 m2/s2+ 2 = 2 = 18.71 m/s Term to find out Vf= Final Velocity The Formula we will use

Kinematic Equations • * NO “t” • * NO “Vf” • Vf= Vi + at * NO “d” • Vf2= Vi2 + 2ad * NO “t”

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Kinematics. Definitions. Displacement Distance moved in a particular direction Scalar Quantity that only has magnitude (size) eg speed, distance, temperature, pressure Vector Quantity that has magnitude (size) and direction eg velocity, displacement, acceleration, force. Definitions.

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Kinematics Equations. Just what you have been waiting for…more math!. Kinematics. What are the four ways we can describe motion? With words With graphs With diagrams With equations. Equations. Remember that the basis for all equations is some sort of graphed experimental data

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Unit 3 Kinematics Equations

Unit 3 Kinematics Equations. Objectives: Learn the 4 motion equations for 1 dimensional motion when acceleration is constant. 1. Kinematics Equation 1 Motion at Constant Acceleration. Δ v. a =. Δ t. but since "Δ" means change Δ v = v - v o and Δ t = t - t o

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Kinematics. Types of Quantities. Almost all quantities have units - examples: meters, seconds, kilograms - Without units numbers would be meaningless Vector – Quantities that includes both magnitude and a direction Vectors can be drawn They are represented by arrows

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Kinematics. Velocity and Acceleration. Motion. Change in position of object in relation to things that are considered stationary Usually earth is considered stationary Nothing is truly stationary (earth travels 108,000 km/hr orbiting sun)

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KINEMATICS. Kinematics describes fluid flow without analyzing the forces responsibly for flow generation. Thereby it doesn’t m a t t er what kind of liquid is in question (water, air, oil).

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A brief knowledge of Kinematics Physics Equations

In this blog, we have explained about the kinematics physics equations. The students are also told about the related formulas and equations.

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