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Why was the radiation emitted from a hot body puzzling to physicists The problem had to do with the intensity and frequency of the emitted radiation at different temperatures Maxwell s electromagnetic wave theory could not account for the observed radiation emissions of hot bodies What then, is the nature of the radiation emitted by hot bodies The lightbulb that you observed in the Launch Lab at the start of this chapter is an example of a hot body As predicted by electromagnetic theory, light and infrared radiation are emitted by the vibrating charged particles within the filament The filament glows because it is hot, and it is said to be incandescent; hence, the name incandescent lightbulb The colors that you see depend upon the relative intensities of the emitted electromagnetic waves of various frequencies, and the sensitivity of your eyes to those waves When the dimmer control is used to increase the voltage to the bulb, the temperature of the glowing filament increases As a result, the color changes from deep red to orange to yellow and finally, to white This color change occurs because the higher-temperature filament emits higher-frequency radiation The higher-frequency radiation comes from the higher-frequency end of the visible spectrum (the violet end) and results in the filament appearing to be whiter What would you expect to see if you viewed the glowing filament through a diffraction grating When viewed in this way, all of the colors of the rainbow would be visible The bulb also emits infrared radiation that you would not see A plot of the intensity of the light emitted from a hot body over a range of frequencies is known as an emission spectrum Emission spectra of the incandescent body at temperatures of 4000 K, 5800 K, and 8000 K are shown in Figure 27-1 Note that at each temperature, there is a frequency at which the maximum amount of energy is emitted If you compare the location of each curve s maximum, you will see that as the temperature increases, the frequency at which the maximum amount of energy is emitted also increases. asp.net pdf 417 ASP . NET PDF-417 Barcode Generator - Generate 2D PDF417 in ...
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Easy-to-use ASP . NET PDF417 Barcode Component, generating PDF-417 barcode images in ASP.NET, C#, VB.NET, and IIS project. Close the shades and turn off the lights in the room Shine a flashlight at a beaker that contains fluorescein Now place a red filter over the flashlight so that only red light hits the beaker 1 Describe the results 2 Predict how using a green filter instead of the red filter will affect the results 3 Test your prediction 4 Explain the results 5 Predict whether the fluorescein will glow when a blue filter is used and provide an explanation for your prediction 6 Test your prediction Analyze and Conclude 7 Write a brief explanation summarizing and explaining your observations Figure 27-1 This graph shows the emission spectra of an incandescent body at three different temperatures Hopefully, this is better Note the inclusion of a Where clause that slices the cube on the Internet Order Quantity measure asp.net pdf 417 PDF417 ASP . NET - Barcode Tools
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It can work with Code128, PDF417 and many other symbologies. ... annoyingly split it along technology lines ( Barcode Professional "...for ASP . The total power emitted by a hot body also increases with temperature The power (the energy emitted per second) of an electromagnetic wave is proportional to the hot body s kelvin temperature raised to the fourth power, T 4 Thus, hotter bodies radiate considerably more power than do cooler bodies Probably the most common example of a hot body radiating a great amount of power is the Sun, a dense ball of gases heated to incandescence by the energy produced within it The Sun s surface temperature is 5800 K, and it radiates 4 1026 W of power, an enormous quantity On average, each square meter of Earth s surface receives about 1000 J of energy per second (1000 W), enough to power ten 100-W lightbulbs The problem with Maxwell s electromagnetic theory was that it is unable to explain the shape of the spectrum shown in Figure 27-1 Between 1887 and 1900, many physicists used existing classical physics theories to try to explain the shape They all failed In 1900, German physicist Max Planck found that he could calculate the spectrum if he introduced a revolutionary hypothesis: that atoms are not able to continuously change their energy Planck assumed that the vibrational energy of the atoms in a solid could have only specific frequencies, as shown by the following equation Energy of Vibration E nhf The energy of a vibrating atom is equal to the product of an integer, Planck s constant, and the frequency of the vibration asp.net pdf 417 Create PDF 417 barcode in asp . net WEB Application | DaniWeb
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