Waves Wave speed = Frequency x Wavelength Metres/second m/s Hertz Hz Metres m What is the wave speed when the frequency of a wave is 2.5Hz and the wavelength.

Slides:



Advertisements
Similar presentations
Waves and the Electromagnetic Spectrum
Advertisements

Homework.
Chapter 4 The Electromagnetic Spectrum Part 1. Demonstration Gas spectral tubes: NeonArgon.
© Oxford University Press 2011 IP The wave equation The wave equation.
Wavelength, Frequency, and Energy Practice Problems
November 18, Electromagnetic Radiation Objectives At the end of class, you will be able to: List the forms of electromagnetic radiation Find wavelength.
Light is an electromagnetic wave. Visible light is only a small section of the electromagnetic spectrum. The electromagnetic spectrum stretches from radio.
4-1 Radiant Energy. Waves  Light travels in Waves similar to ocean waves  Light waves are electromagnetic and consist of an electric and magnetic fields.
Spring 2006UCSD: Physics 8; Examples of Electromagnetic Waves/Radiation Radio Waves (AM and FM radio waves andTV signals) Cell phone communication.
1.All electromagnetic waves travel at the same speed through space (the speed of light) 2.Gamma rays, X-rays, Ultra-violet waves, Light, Infra-red rays,
Poster Project Waves.
Light. Light Terminology Which is not a measure we use to identify a type of light? A. Wavelength B. Speed C. Frequency D. Energy.
Visible light and the electromagnetic spectrum. we can’t see all types of light! Visible light is a very small part of a large range of radiations. It.
Section 4.6—Light. Light is Electromagnetic Radiation Electromagnetic energy is energy that has electric and magnetic fields There are many types of Electromagnetic.
Electromagnetic Radiation The speed of electromagnetic radiation (speed of light) is constant at x 10 m/s – We’ll express it as 3x10 m/s – The symbol.
12.6 Light and Atomic Spectra
Pg /10/13 Waves and the Electromagnetic Spectrum A wave is a disturbance that transfers energy from place to place. Most waves need something.
Electromagnetic Spectrum yuan-sen-ting yuan-sen-ting.
Atomic Emission Spectra
Electrons and the Electromagnetic Spectrum Table Team Review — DEFINE in your own words ‘Electromagnetic radiation’. LIST three examples.
 Peak  Trough  Amplitude  Wavelength ( ) (in meters)  Frequency measured in Hertz: (Hz): cycles per second.
Bellwork What is the majority of the volume of an atom?
Electromagnetic Spectrum. Matter Review All matter is made of A______ Matter exists in different forms or phases. They are.
Electromagnetic Spectrum. Copyright McGraw-Hill The Nature of Light The electromagnetic spectrum includes many different types of radiation. Visible.
1. A wave passes every seconds. What is the frequency with which waves pass? (80.0 Hz)
1 CHAPTER 13: Electrons in the Atom. 2 Quantum Mechanical Model of the Atom and Ernest Schrodinger The model of the atom was developed based on the study.
Properties of Light Waves Characteristics of Light.
Light l The study of light led to the development of the quantum mechanical model. l Light is a kind of electromagnetic radiation. l Electromagnetic radiation.
Warm Up  Write the correct answers for the following:  1) 2.00 x m = __________m  2) 1.23 x m = __________nm.
Electromagnetic Waves 5.1 The Electromagnetic Spectrum.
Question 1 1) wavelength 2) frequency 3) period 4) amplitude 5) energy
What is a wave? Wave – a disturbance or oscillation that travels from one place to another.
5.1 Electromagnetic Radiation. Wave motion The transfer of energy without matter is called wave motion Two Types.
Jeopardy! Electrons By: Aditya, Josh, and Eric. Formulas & MathVocabQuantum NumbersAnything!
Calculating Wave Speed
Waves. There are 2 types of waves –Transverse waves –Longitudinal waves.
The Electromagnetic Spectrum Contents: The Spectrum Basic Concepts Whiteboards.
Electromagnetic spectrum. Visible light λ ≈ 700 nmλ ≈ 420 nm.
Physics and the Quantum Mechanical Model.  Light consists of waves  A wave cycle begins at zero, increases to its highest value (crest), returns to.
Section 5.1 Light and Quantized Energy. Objectives Compare the wave and particle models of light Compare the wave and particle models of light Define.
V f λ.
© OCR 2016 Electromagnetic spectrum Lesson Element.
Unit 12: Waves Waves.
Electrons in Atoms Chapter 4.
Unit 12: Waves Waves.
The Electromagnetic Spectrum
Intro to Light: Electromagnetic Waves Standard: Describe the properties and uses of forms of electromagnetic radiation from radio frequencies through gamma.
Electromagnetic Radiation
WAVES AND THE ELECTROMAGNETIC SPECTRUM
Light and the Atomic Spectra
V f λ.
Electromagnetic Spectrum Project
Unit 11: Waves Waves.
25.1 The Electromagnetic Spectrum
25.1 The Electromagnetic Spectrum
Bohr Model of Atoms & Electron Energy 2.5
What we will do today: Carry out calculations involving the relationship between speed, wavelength and frequency for waves.
Waves and Electromagnetic Radiation
Bohr Model of Atoms & Electron Energy 2.5
The Electromagnetic Spectrum
Electromagnetic Spectrum
Unit 11: Waves Waves.
Electromagnetic Waves
Sample Problem c =    c  =  3.00  108 m/s  = 6.0  /s
c =  f E = ℏf Where : ℏ = 6.63 x J٠s velocity -
Warm-up Example 3 from Practice Atomic Mass notes on pg 31!
Quantum Physics – Photons Mr Nesbo
The Electromagnetic Spectrum
Presentation transcript:

Waves Wave speed = Frequency x Wavelength Metres/second m/s Hertz Hz Metres m What is the wave speed when the frequency of a wave is 2.5Hz and the wavelength is 4m? What is the wave speed when the frequency of a wave is 5Hz and the wavelength is 10m? What is the wave speed when the frequency of a wave is 12Hz and the wavelength is 2m? 10 m/s 50 m/s 24 m/s

This is a diagram of a wave. Match A,B,C,D with numbers 1,2,3,4 in the table

Many everyday devices use electromagnetic waves… Match the electro magnetic waves (A,B,C,D) with the devices (1,2,3,4) AInfra RedCRadio Waves BMicrowavesDVisible Light

This diagram shows an atom… Match parts of the atom (A,B,C,D) with the labels (1,2,3,4) on the atom. AElectronCNucleus BNeutronD Proton

The graph shows the count rate from a gamma radiation after it has passed through different thickness of concrete. A = 8 B= 12 C = 30 D = 60 The count rate when there is no concrete = ___1___ counts per second. The thickness of the concrete when the count rate is 10 counts per second __2__ cm. The thickness of the concrete needed to reduce the count rate by half = __3__ cm. The reduction in count rate when the thickness of concrete is measured from 30 to 60 cm = __4__ counts per second. A D C B

Electromagnetic Waves can be grouped into types. Each type has a different range of wavelengths. Match the types of radiation (A,B,C,D) with numbers (1-4) in the table. A = Microwaves B = X-Rays C = Visible Light D = Radio Waves