Starter 1.What is the spring constant for this spring? 2.What is the meaning of the y-intercept? 1.What is the spring constant for this spring? 2.What.

Slides:



Advertisements
Similar presentations
Boyles Law Experiment Starter If a cylinder with a piston is full air, how are the volume of the air and the air pressure related? In other words, as the.
Advertisements

Hooke’s Law.
Hooke’s law. Calculate the force from a spring when given its spring constant and deflection. Calculate a spring constant given the required force and.
Hooke’s law This lesson introduces forces from springs and Hooke's law: F = −kx. The presentation begins by describing types of springs and distinguishing.
Kinetic Energy: More Practice
Strengths of covalent bonds
Newton’s Third Law Lab.
Hooke’s law. Calculate the force from a spring when given its spring constant and deflection. Calculate a spring constant given the required force and.
Newton’s 2nd Law How does a cart change its motion when you push and pull on it? You might think that the harder you push on a cart, the faster it goes.
Elastic potential energy
Starter What is the spring constant for this spring?
Aim: How can we calculate the energy of a spring? HW #33 due tomorrow Do Now: An object is thrown straight up. At the maximum height, it has a potential.
Slinky Secrets Revealed Math Lab 23. Purpose of Lab Demonstrate that the force used to stretch a spring is proportional to the amount it stretches. Find.
Elastic potential energy
Elastic Force and Energy Stretching or Compressing a spring causes the spring to store more potential energy. The force used to push or pull the spring.
Energy stored in a Stretched String When stretching a rubber band or a spring, the more we stretch it the bigger the force we must apply.
Elastic Potential Energy & Springs AP Physics C. Simple Harmonic Motion Back and forth motion that is caused by a force that is directly proportional.
Springs Web Link: Introduction to SpringsIntroduction to Springs the force required to stretch it  the change in its length F = k x k=the spring constant.
HOOKE’S LAW The Period of an Oscillating Spring Purpose Graphically determine the spring constant, K, of a spring using a Hooke’s Law Apparatus Determine.
Do now! Can you plot a graph of last lesson’s experiment? (Force on the y axis, extention on the x axis)
LAB #2 HOOKE’S LAW –FUN WITH SPRINGS GOALS TO DISCOVER THE RELATIONSHIP BETWEEN THE FORCE APPLIED TO A SPRING VS THE STRETCH –(HOOKE’S LAW) TO DETERMINE.
clamp stand ruler masses on holder
Ch. 13 Oscillations About Equilibrium
What is the impulse indicated from this graph? Impulse – Momentum Experiment.
Periodic Motion Motion that repeats itself over a fixed and reproducible period of time is called periodic motion. The revolution of a planet about its.
Recall from Our Spring Lab that the Spring Constant (k) was the slope of the graph of Fs vs. x! Stronger Spring! The Spring constant or “Stiffness Factor”
Springs. Gravitational Potential Energy In raising a mass m to a height h, the work done by the external force is equal to GPE:.. GPE=mgh.
Elastic Potential Energy Pg Spring Forces  One important type of potential energy is associated with springs and other elastic objects. In.
Graphing Equations Slope Intercept form and Point Slope form.
Chapter 8A. Work A PowerPoint Presentation by Paul E. Tippens, Professor of Physics Southern Polytechnic State University A PowerPoint Presentation by.
HOOKE’S LAW.
PHYSICS CLASS 9 DEFORMATION Ms. UZMA AMIR Date:
Do now!. Forces Remember a force is a push (or pull)
Starter If a semi runs into a smart car, the force is largest on: a.The truck b.The car c.It depends on their individual speeds. d.It’s the same on both.
Hooke ’ s Law. Elasticity: The ability of an object to return to its original shape after the deforming force is removed.
IGCSE PHYSICS Forces – Hooke’s Law
Spring Force. Compression and Extension  It takes force to press a spring together.  More compression requires stronger force.  It takes force to extend.
Elastic Potential Energy. Elastic potential energy is the energy stored in elastic materials as the result of their stretching or compressing. Elastic.
Robert Hooke Hooke’s Law deals with springs.
Boyle’s Law Experiment Starter
Introduction to Dynamics. The Study of Forces Where Kinematics is the study of motion, Dynamics is the study of why things move. Sir Isaac Newton formulated.
Physics Section 11.1 Apply harmonic motion
Elastic Potential Energy: Learning Goals
Rollercoaster A 1700 kilogram rollercoaster operating on a frictionless track has a speed of 5 meters per second as it passes over the crest of a 35 meter.
Marshmallow Crossbow How does it work?
Do now! Can you read through the slides you stuck in last lesson on measuring density?
Elastic Potential Energy
Springs Forces and Potential Energy
Elastic Forces Hooke’s Law.
Homework Questions.
Bell Ringer: What is a force? What is Newton’s 2nd Law? What is work?
CIE IGCSE PHYSICS Forces – Hookes Law
Hookes Law.
Elastic Objects.
ELASTIC FORCE The force Fs applied to a spring to stretch it or to compress it an amount x is directly proportional to x. Fs = - k x Units: Newtons.
Springs / Hooke's law /Energy
Applications of Integration
Conservation Laws Elastic Energy
A spring is an example of an elastic object - when stretched; it exerts a restoring force which tends to bring it back to its original length or equilibrium.
Recall from Our Spring Lab that the Spring Constant (k) was the slope of the graph of Fs vs. x! Stronger Spring! The Spring constant or “Stiffness Factor”
Force on springs F = kx F = restoring force (in N)
Hooke’s Law.
Energy Part 3 – Hooke’s Law.
Simple Harmonic Motion
F = k x Springs  Web Link: Introduction to Springs
A spring is an example of an elastic object - when stretched; it exerts a restoring force which tends to bring it back to its original length or equilibrium.
Learning Objective Describe Hookes Law and calculate force
Hooke’s law Hooke’s law states that the extension of a spring force is proportional to the force used to stretch the spring. F ∝ x ‘Proportional’
Elastic Force – Hooke’s Law
Presentation transcript:

Starter 1.What is the spring constant for this spring? 2.What is the meaning of the y-intercept? 1.What is the spring constant for this spring? 2.What is the meaning of the y-intercept?

Starter Hooke’s Law If a 1kg mass stretches a spring 2.5cm, what mass would stretch it 10cm?

Hooke’s Law for Springs The force required to stretch a spring is directly proportional to how much it is stretched, or : The force required to stretch a spring is directly proportional to how much it is stretched, or : F = kx F = stretching force in Newtons x= stretch in meters k = the spring constant in N/m

Example When a 10N mass is hung on a spring, it stretches.25m. 1. What is the spring constant? k = F/x = 10/.25 = 40.0 N/m 2. How much would a 20N mass stretch the spring? x = F/k = 20/40 =.50m

Hooke’s Law F =kx If you plot the stretching force on the y axis, and the amount of stretch on the x axis, what will the plot look like? If you plot the stretching force on the y axis, and the amount of stretch on the x axis, what will the plot look like? What does the slope represent? What does the slope represent? Slope = k

Practice - Hooke’s Law m (kg)x(m)F (N) P P

Elastic Forces - Hooke’s Law F = kx k = 10.9 N/m F = kx k = 10.9 N/m

Application - Springs Design an experiment to determine the spring constant for:  1 of the color coded springs  A rubber band Design an experiment to determine the spring constant for:  1 of the color coded springs  A rubber band Make a F vs. x graph for each with 5 data points. Show a best fit line and determine the equation and k. A A

Procedure 1.Put the force sensor on the stand. 2.Put the spring on the sensor. 3.Put a weight hanger on the spring with enough mass to open the spring up. 4.ZERO THE FORCE SENSOR. 5.The bottom of the hanger is now at the starting position. 6. Add some weight and see how much the spring stretches from the starting position. 7. Record the weight and the stretch. 8. Repeat with more weight. Remember you are always measuring the stretch from the original starting position. 9.After 5 data points, plot F vs. x and get the slope. That is your k value. 10. Repeat for the rubber band. Open “ Hooke’s Law” loggerpro file on the K drive.

Question Did the rubber band obey Hooke’s Law? Explain with reference to your graph. Did the rubber band obey Hooke’s Law? Explain with reference to your graph.

Lab Report Checklist 1.Starter 2.Data Tables (2) 3.Sketch F vs. x Graphs (2) with slopes 4.Experimental k value for spring (1) 5.Question 6.Connection 7.Summary 1.Starter 2.Data Tables (2) 3.Sketch F vs. x Graphs (2) with slopes 4.Experimental k value for spring (1) 5.Question 6.Connection 7.Summary

Connection What real life applications of Hooke’s Law have you observed? What real life applications of Hooke’s Law have you observed? C C

EXIT Summarize your experiment including the objective, the procedure, the results, and reasons for error. Summarize your experiment including the objective, the procedure, the results, and reasons for error. E E