4/19/06 Spectra: Continuous vs. Discrete Friday’s Reading: Section 14.3: Lasers and LEDs (pp. 464 – 470) Upcoming Reading Assignments: Section 15.1: Cameras.

Slides:

Advertisements

Similar presentations

Advertisements

Creating a foldable for the electrons in atoms notes

Wavelength, Frequency, and Energy Practice Problems

The Electromagnetic Spectrum Rainbows plus a whole lot more.

Energy in Our Life. Miroslav Hruška Czech Republic.

Flame Test and the EMS. Absorption and Emission of Light in a Flame When a substance is heated in a flame, the substances electrons absorb energy from.

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.

Down The Rabbit Hole: Quantum Physics Lesson 8. Objectives Define a quantum Calculate the energy of a photon Relate photon energy to wavelength and frequency.

4/7/06 Capacitors & Diodes Monday’s Reading: Section 12.2: Audio Players (pp. 404 – 411); stop at “The Audio Player’s Computer”. Upcoming Reading Assignments:

4/14/06 More Electromagnetic Waves Monday’s Reading: Section 14.1: Sunlight (pp. 443 – 453) Upcoming Reading Assignments: Section 14.2: Discharge Lamps.

Electric and Magnetic Fields Sources of Electric Field?Sources of Magnetic Field? Accelerated Charges.

Fig Wave front at a time dt after passing thru a stationary plane © 2003 J. F. Becker San Jose State University Physics 52 Heat and Optics.

Spectrum from a Prism. Example of a Spectrum Kirchoff’s Laws.

Photons of Light The smallest unit of light is a photon A photon is often called a particle of light The Energy of an individual photon depends on its.

ASTR 2310: Chapter 5 Interaction of Radiation and Matter Atomic Structure Atomic Processes Emission and Absorption Spectra Equation of Radiation Transfer.

Thermo & Stat Mech - Spring 2006 Class 21 1 Thermodynamics and Statistical Mechanics Blackbody Radiation.

EXAM #2 THIS FRIDAY, 10/16 BRING PENCIL, CALCULATOR, AND SHEET OF NOTES (PUT YOUR A00 NUMBER ON IT) CHAPTER 4 OWL ASSIGNMENTS (& FIRST CHAPTER 6 ASSIGNMENT)

4/12/06 Electromagnetic Waves and Radio Friday’s Reading: Section 13.2: Microwave Ovens (pp. 432 – 438) Upcoming Reading Assignments: Section 14.1: Sunlight.

4/17/06 Sunlight Wednesday’s Reading: Section 14.2: Discharge Lamps (pp. 454 – 463) This afternoon: Lab #10 Upcoming Reading Assignments: Section 14.3:

Physics 52 - Heat and Optics Dr. Joseph F. Becker Physics Department San Jose State University © 2005 J. F. Becker.

Modern Atomic Theory Ms. Hoang ACP Chemistry. Summary  Visible light is a small section of the EM spectrum  Light exhibits wave-like and particle-like.

Electromagnetic Spectrum The emission of light is fundamentally related to the behavior of electrons.

Electronic Structure. Wavelength ____________ (λ) - the shortest distance between equal points wave.

Look out answers to Page 21, Q. 24, 26, 28 and 30.

Electromagnetic Spectrum yuan-sen-ting yuan-sen-ting.

Atomic spectra 10/2/14. The Dual Nature of Light: The Particle and The Wave Ancient Greeks people thought of light as a stream of tiny particles -like.

The Electro-Magnetic Spectrum. Light Properties  Have properties of waves… Crests & troughsCrests & troughs Reflect & refract (bend)Reflect & refract.

Electromagnetic Spectrum. Copyright McGraw-Hill The Nature of Light The electromagnetic spectrum includes many different types of radiation. Visible.

Things to remember… Calculating wavelength and frequency: C = λν where c = 3.00 x 10 8 m/s Energy per photon: E = hν where h = x J ∙s photon.

ELECTROMAGNETIC SPECTRUM. OUTER (VALENCE) ELECTRONS AND ATOMIC STRUCTURE U.V. and VISIBLEOuter Valence Electrons in Atoms & Molecules Give Rise to Atomic.

ELECTROMAGNETIC SPECTRA. c = λν E = hν E = mc 2 c = 3.00 x 10 8 m / sec h = x J sec Hz = 1 / sec HELPFUL EQUATIONS.

The Bohr Model of the Atom: Bohr’s major idea was that the energy of the atom was quantized, and that the amount of energy in the atom was related to the.

Modern Atomic Theory Quantum Theory and the Electronic Structure of Atoms Chapter 11.

Electromagnetic Spectrum Basics Pg

EM Spectrum Wednesday, February 25, Unit 8: EM Spectrum/Optics Wednesday, 2/25  Pick up a warm-up sheet from the Physics bin.  Draw the mind map.

Electromagnetic spectrum. Visible light λ ≈ 700 nmλ ≈ 420 nm.

The Nature of Light  Light is the only form of energy that can travel like a wave through empty space and some materials.  It behaves like a special.

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.

Electromagnetic Spectrum Chemistry 6(B). Lesson Objectives Explore the electromagnetic spectrum Understand the mathematical relationships between energy,

The Electromagnetic Spectrum Scripps Classroom Connection

5.3 Atomic Emission Spectra and the Quantum Mechanical Model 1 > Copyright © Pearson Education, Inc., or its affiliates. All Rights Reserved. Chapter 5.

EMS (ELECTRO MAGNETIC SPECTRUM). WHAT TYPES OF RADIATION (WAVES) ARE NOT VISIBLE? CAN YOU RANK THEM IN ORDER OF ENERGY? (WHICH ARE MORE ENERGETIC)?

EM SPECTRUM Chapter 4 EM Spectrum with Frequency and Wavelength.

Down The Rabbit Hole: Quantum Physics

Chapter 5 Electrons In Atoms 5.3 Atomic Emission Spectra

Waves (2) S3 Physics

and the electromagnetic spectrum

Chapter 3: Electromagnetic Waves and Light

Lessons 5 & 6 Notes.

EM Spectrum and Eye Practice Quiz

Light and the Atomic Spectra

LIGHT Many properties of light can be understood using a wave model of light.

SCH4C Matter & Qualitative Analysis

Early Quantum Theory and Models of the Atom

Energy Unit Summary Sheet

Chapter 5 Electrons In Atoms 5.3 Atomic Emission Spectra

Electromagnetic Spectrum

EM SPECTRUM Chapter 4 EM Spectrum with Frequency and Wavelength.

Sections 6.1 – 6.3 Electromagnetic Radiation and its Interaction with Atoms Bill Vining SUNY College at Oneonta.

Chapter 5: Electrons in Atoms

Electromagnetic Spectrum

Electromagnetic Spectrum

Continuous, Emission, and Absorption

Electronic Structure.

2.3 Light Objectives 3 and 5:b

Sample Problem c =    c  =  3.00  108 m/s  = 6.0  /s

Energy that can travel directly through space in the form of waves.

CHEM I, Discussion 4-1 Atomic Spectra & the Bohr Model

Electromagnetic spectrum

Presentation transcript:

4/19/06 Spectra: Continuous vs. Discrete Friday’s Reading: Section 14.3: Lasers and LEDs (pp. 464 – 470) Upcoming Reading Assignments: Section 15.1: Cameras (pp. 478 – 488) Section 15.2: Optical Recording and Communication (pp. 489 – 497)

Visible light portion of EM spectrum Sunlight & Blackbody Radiation

Exercise: Wavelength, Frequency, Energy of Light Consider visible light from the violet end of the spectrum. This light has wavelength 400 nm. Calculate the following: Frequency:Energy:

Continuous vs. Discrete Spectra

How do we get Discrete Spectra?