This waveform is 35.0 cm long. How long is the wavelength?

Slides:



Advertisements
Similar presentations
Horizontal Spring-Block Oscillators
Advertisements

Chaper 15, Oscillation Simple Harmonic Motion (SHM)
REPRESENTING SIMPLE HARMONIC MOTION 0 not simple simple.
Problmes-1.
A spring with a mass of 6 kg has damping constant 33 and spring constant 234. Find the damping constant that would produce critical damping
College and Engineering Physics Quiz 9: Simple Harmonic Motion 1 Simple Harmonic Motion.
P H Y S I C S Chapter 7: Waves and Vibrations Section 7B: SHM of a Pendulum.
Chapter 13 Oscillatory Motion.
Simple Harmonic Motion Physics Ms. Shaver. Periodic Motion.
Harmonic Motion AP Physics C.
Quiz Review.
© 2012 Pearson Education, Inc. An object on the end of a spring is oscillating in simple harmonic motion. If the amplitude of oscillation is doubled, how.
Describing Periodic Motion AP Physics. Hooke’s Law.
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.
Materials undergoing stress/strain which obey Hooke’s Law A.are experiencing elastic deformation B.are experiencing plastic deformation. C.Are experiencing.
Simple Harmonic Motion
Periodic Motion. Definition of Terms Periodic Motion: Motion that repeats itself in a regular pattern. Periodic Motion: Motion that repeats itself in.
Ch1 Examples.
Simple Harmonic Motion - Acceleration, position, velocity Contents: Kinematics.
P H Y S I C S Chapter 7: Waves and Vibrations Section 7A: Hooke's Law and SHM of a Mass-Spring System.
Lab 9: Simple Harmonic Motion, Mass-Spring Only 3 more to go!! The force due to a spring is, F = -kx, where k is the spring constant and x is the displacement.
Vibrations & Waves. In the example of a mass on a horizontal spring, m has a value of 0.80 kg and the spring constant, k, is 180 N/m. At time t = 0 the.
Oscillations and waves
8/8/2011 Physics 111 Practice Problem Statements 14 Oscillations SJ 8th Ed.: Chap 15.1 – 15.5 Oscillations – Basics Hooke’s Law: A Mass on a Spring Simple.
Potential and Kinetic Energy…
Simple Harmonic Motion This type of motion is the most pervasive motion in the universe. All atoms oscillate under harmonic motion. We can model this motion.
Chapter 11: Harmonic Motion
Simple Harmonic Motion. Periodic Motion When a vibration or oscillation repeats itself over the same time period.
Simple Harmonic Motion – Dynamics and Energy Contents: Dynamics Energy Example Whiteboards.
Simple Harmonic Motion Physics is phun!. a) 2.65 rad/s b) m/s 1. a) What is the angular velocity of a Simple Harmonic Oscillator with a period of.
Simple Harmonic Motion - Acceleration, position, velocity Contents: Kinematics.
Phys 250 Ch14 p1 Chapter 13: Periodic Motion What we already know: Elastic Potential Energy energy stored in a stretched/compressed spring Force: Hooke’s.
Harmonic Motion. Vector Components  Circular motion can be described by components. x = r cos x = r cos  y = r sin y = r sin   For uniform circular.
Physics 1D03 - Lecture 331 Harmonic Motion ( II ) (Serway 15.2, 15.3) Mass and Spring Energy in SHM.
Simple Harmonic Motion
F = ma F = Force m = Mass a = Acceleration. The Manned Manoeuvring Unit.
Acceleration Acceleration is the rate of change of velocity.
Physics Section 11.2 Apply properties of pendulums and springs A pendulum exhibits harmonic motion. A complete cycle is called an oscillation. The maximum.
Simple Harmonic Motion
Simple Harmonic Motion
Simple Harmonic Motion (SHM). Simple Harmonic Motion – Vibration about an equilibrium position in which a restoring force is proportional to displacement.
Plan for Today (AP Physics 1)
Oscillations 1. Different types of motion:
Periodic Motion Oscillations: Stable Equilibrium: U  ½kx2 F  kx
Simple Harmonic Motion
Harmonic Motion.
Harmonic Motion (III) Physics 1D03 - Lecture 33.
QuickCheck 14.4 A block oscillates on a very long horizontal spring. The graph shows the block’s kinetic energy as a function of position. What is the.
Simple Harmonic Motion - Kinematics
Oscillatory Motion.
Honors Physics (Spring 2014) Final Exam Review
Harmonic Motion AP Physics C.
Graphing Motion Walk Around
A quick heads up on You will be able to derive it soon… Enquiry:
Potential Energy.
Harmonic Motion (II) Mass and Spring Energy in SHM
Harmonic Motion AP Physics C.
Baseline (Aiming for 4): State the factors
Flash Cards – Do You Know Your Units?
Simple Harmonic Motion Lesson 2
Calculations and Worked Examples
Newton’s Second Law If all forces are in balance, object is at equilibrium and does accelerate Newton’s second law applies when forces are unbalanced;
Chapter 15 Oscillations.
Periodic Motion Oscillations: Stable Equilibrium: U  ½kx2 F  -kx
Harmonic Motion AP Physics C.
Harmonic Motion AP Physics C.
Hooke’s Law Period of oscillators
Hooke’s Law Period of oscillators
Ch. 12 Waves pgs
a = v2 – v1 t a = 8 m/s s a = 8 m/s2 a = 36 m/s – 4 m/s 4 s #6 d
Presentation transcript:

This waveform is 35.0 cm long. How long is the wavelength? A 1.20 kg mass oscillates with an amplitude of 13.0 cm on a spring with a constant of 30.0 N/m. What is its total energy? What is its maximum velocity? It starts at x = 13.0 cm at t = 0. Write an approximate equation for its position, velocity and acceleration. (with 3 sf) What is its position and velocity, and acceleration at t = 9.00 s? 0.254 J, 0.650 m/s , 0.130Cos(5.00t), -0.650sin(5.00t), 0.0683 m, -0.553 m/s, -1.71 m/s/s This waveform is 35.0 cm long. How long is the wavelength? How long is this waveform if the wavelength is 56.0 cm? 28.0 cm 28.0 cm