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18.1 The Electromagnetic Spectrum
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Chapter 18 Objectives Calculate the frequency or wavelength of light when given one of the two. Describe the relationship between frequency, energy, color, and wavelength. Identify at least three different waves of the electromagnetic spectrum and an application of each. Interpret the interference pattern from a diffraction grating. Use the concept of polarization to explain what happens as light passes through two polarizers. Describe at least two implications of special relativity with regards to energy, time, mass, or distance.
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Chapter 18 Vocabulary Terms diffraction grating electromagnetic spectrum electromagnetic wave gamma ray inference pattern microwave polarization polarizer radio wave rest energy special relativity spectrometer spectrum time dilation transmission axis visible light x-ray
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Inv 18.1 The Electromagnetic Spectrum Investigation Key Question: What is the electromagnetic spectrum?
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The energy field created by electricity and magnetism can oscillate and it supports waves that move. These waves are called electromagnetic waves. 18.1 The Electromagnetic Spectrum
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Electromagnetic waves have both an electric part and a magnetic part and the two parts exchange energy back and forth. A 3-D view of an electromagnetic wave shows the electric and magnetic portions. 18.1 The Electromagnetic Spectrum The wavelength and amplitude of the waves are labeled λ and A, respectively.
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The higher the frequency of the light, the higher the energy of the wave. Since color is related to energy, there is also a direct relation between color, frequency, and wavelength. 18.1 The Electromagnetic Spectrum
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The speed of light waves The speed of light is incredibly fast (3 × 10 8 m/s) and is represented by its own symbol, c. The index of refraction (n), is actually the ratio of the speed of light in a material to the speed of light in a vacuum. The passage of light through matter takes more time because the light is absorbed and re- emitted to pass through neighboring atoms.
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18.1 Speed of Light c = f Wavelength (m) Frequency (Hz) Speed of light 3 x 10 8 m/sec
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You are asked for wavelength. You are given frequency. Use speed of light, c = ƒ Solve = c ÷ƒ = (3 x 10 8 m/s) ÷ ( 600 x 10 12 Hz) = 5 x 10 -7 m Calculating wavelength Calculate the wavelength in air of blue-green light that has a frequency of 600 × 1012 Hz.
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18.1 Waves of the electromagnetic spectrum Visible light is a small part of the energy range of electromagnetic waves. The whole range is called the electromagnetic spectrum and visible light is in the middle of it.
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Radio waves are on the low- frequency end of the spectrum. Microwaves range in length from approximately 30 cm (about 12 inches) to about 1 mm. The infrared region (IR) of the electromagnetic spectrum lies between microwaves and visible light. 18.1 Waves of the electromagnetic spectrum
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18.1 Medium to high-energy waves Ultraviolet radiation has a range of wavelengths from 400 down to about 10 nm. X-rays are high-frequency waves that have great penetrating power and are used extensively in medical and manufacturing applications. Gamma rays are generated in nuclear reactions.
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