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Lesson 3 : The Bohr Model
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Bohr Model of an Atom Electrons orbit the nucleus in fixed energy ranges called orbits (energy levels) An electron can move from one energy level to another by gaining or losing discrete amounts of energy Electrons cannot be found between energy levels (think of energy levels like rungs on a ladder... ) The lowest energy level is closest to the nucleus, the highest is farthest away The electron energy levels are quantized. Think of it like potential energy, the higher you are the more you have
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Absorption Vs Emission When an electron (e-) absorbs (gains) energy (in whole photons or “quanta”) it “jumps” to a higher energy level This is called the EXCITED STATE When an e- emits (loses) energy it falls to a lower energy level and the energy emission is given of as photons (light) This is called the GROUND STATE The return to ground state is what we see as color in the flame test
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So how was the “color” made in the flame test? Scientists use the Bohr model to explain this phenomenon Hydrogen Spectrum Flame Test
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There is NO net change in energy Energy absorbed = energy released = energy of light produced Sometimes (like the flame test) this light is in the small section of wavelengths called the visible spectrum and we can see it Most of the time the human eye cannot
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Bohr’s Hydrogen Model Turn to page 8 in your ref. packet When an electron falls from n=6 to n=3 what wavelength of light will be emitted? 1094 nanometers What region of the spectrum does that wavelength correspond to? Infrared Would we see it? Not with our naked eye
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Hydrogen’s Line Spectrum Hydrogen emits four visible wavelengths of light Visible light is emitted when an excited electron “falls” from n= 3, 4, 5, or 6 back to n=2 410 nm; violet 434 nm; blue 486 nm; cyan 656 nm; red Faint lines are UV
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Practice What color of light will be emitted if an e- goes from: n=6 to n=2? Violet (410nm) Red/orange (656 nm) Blue (434nm) n=5 to n=2? n= 3 to n=2?
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9 Evidence for Energy Levels Bohr realized that this was the evidence he needed to prove his theory. The electric charge temporarily excites an electron to a higher orbit. When the electron drops back down, a photon is given off. The red line is the least energetic and corresponds to an electron dropping from energy level 3 to energy level 2.
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Chapter 510 Radiant Energy Spectrum The complete radiant energy spectrum is an uninterrupted band, or continuous spectrum. The radiant energy spectrum includes most types of radiation, most of which are invisible to the human eye. The visible spectrum is the range of wavelengths between 400 and 700 nm.
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Chapter 511 The Wave/Particle Nature of Light In 1900, Max Planck proposed that radiant energy is not continuous, but is emitted in small bundles. This is the quantum concept. Radiant energy has both a wave nature and a particle nature. An individual unit of light energy is a photon.
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Electromagnetic Spectrum (EM) 12 EM is the complete range of electromagnetic radiation Wavelength increases Frequency increases Energy increases
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13 Wave Nature of Light Light travels through space as a wave, similar to an ocean wave. Wavelength is the distance light travels in one cycle. Frequency is the number of wave cycles completed each second. As frequency increases, energy increases Small Wavelength = Large Frequency = Big Energy
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Wavelength ( λ ) – the shortest distance between equivalent points on a continuous wave. Wavelength is measured is units of length - m, mm, µm, nm Amplitude – the height from the origin to the crest (or trough) Frequency ( ν ) – the number of waves that pass a given point in one second 14 Anatomy of a Wave
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Inverse Relationship Between Wavelength(λ) and Frequency (ν) When λ increases, ν decreases When λ decreases, ν increases When ν decreases, λ increases When ν increases, λ decreases The longer the wavelength of light, the lower the frequency. The shorter the wavelength of light, the higher the frequency. 15
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