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The main disadvantage of this amplifier type is that it adds noise to the fiber link In long fiber links with numerous EDFA amplifiers the noise accumulates and must be managed in order not to degrade the receiver s OSNR below its limit (refer to Chap 3) The EDFA amplifier comprises a length of erbium-doped fiber, one or two pump lasers, couplers, and associated electronic circuitry, see Fig 108 The short length of fiber doped with erbium (Er) ions, typically under 50 m, is used as the amplifying medium One or two pump lasers, co-propagating pump (forward pump) at 980 nm and counter-propagating pump (reverse pump) at 1480 nm, provide the optical energy in the erbium-doped fiber to stimulated the electrons to a higher band The couplers couple the pump laser power into the erbium-doped fiber They are typically circulators The output isolator is used to prevent fiber reflections from entering the erbiumdoped fiber and causing detrimental effects It is also commonly combined with an ASE filter to reduce output noise The input isolator prevents any reverse direction amplified spontaneous emission (ASE) noise from entering the fiber The EDFA amplification works on the principle of stimulated emissions similar to the laser diode except the stimulating energy comes from a pump laser and not electric current Photons from the pump laser(s) excite the erbium-doped fiber electrons to higher energy bands Signal photons propagating through erbium-doped fiber collide with these higher energy electrons causing them to drop back down to the lower band and give off energy as photons These newly generated photons acquire the same phase, frequency, polarization, and direction as the signal photons (known as coherent radiation), see Fig 109 The result is signal photon multiplication and signal power amplification EDFA bandwidth is typically all of C band (1530 to 1565 nm) A few manufacturers also produce EDFAs for L band (1565 to 1625 nm) EDFA noise is due to spontaneous emissions that are amplified in the EDFA Thus it is referred to as amplified spontaneous emission.

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29 Rayleigh Criterion The brightest star in the winter sky in the northern hemisphere is Sirius In reality, Sirius is a system of two stars that orbit each other If the Hubble Space Telescope (diameter 24 m) is pointed at the Sirius system, which is 844 light-years from Earth, what is the minimum separation there would need to be between the stars in order for the telescope to be able to resolve them Assume that the average light coming from the stars has a wavelength of 550 nm 30 Critical Thinking You are shown a spectrometer, but do not know whether it produces its spectrum with a prism or a grating By looking at a whitelight spectrum, how could you tell

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Light sometimes behaves as a wave As coherent light strikes a pair of slits that are close together, the light passing through the slits will create a pattern of constructive and destructive interference on a screen In this investigation you will develop a procedure and measure the wavelength of a monochromatic light source using two slits

After making sure that a solution package does not exist, you can add a new solution using the Add-SPSolution cmdlet When adding a solution using the Add-SPSolution cmdlet, you need to specify the solution file s path using the LiteralPath parameter The parameter does not accept wildcards, so you must type the complete path

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1 Determine which equation applies to doubleslit interference 2 Use a double slit of known slit-separation distance, d, or develop a method to determine d 3 Sketch how light passes through a double slit to help you determine how x and L can be measured 4 Using your sketch from step 3 and the list of possible materials provided in this lab, design the lab setup and write a procedure for performing the experiment 5 Determine the values of m that would be invalid for the equation 6 CAUTION: Looking directly into laser light could damage your eyes 7 Be sure to check with your teacher and have approval before you implement your design 8 Perform your experiment Write your data in a data table similar to the one on the next page

laser pointer or laser to be tested double-slit plate laser pointer or laser of known wavelength clothes pin to hold a laser pointer clay ball to hold the double-slit plate meterstick

Higher energy bands e e Signal photon Energy 1 Stimulated emission Pump photons p New signal photon 1 Lifetime

Source Color Accepted (m) d (m) m 1 2 3 4 5 x (m) L (m)

1 Adjust the distance of your slits from the screen Is there a distance that allows you to collect the most data with the best precision 2 Calculate the wavelength, , of your light source using m and measurements of x, d, and L 3 Error Analysis Compare your calculated wavelength to the accepted value by determining the percentage of error

1 Use a Scientific Explanation Describe why the double-slit interference pattern dims, brightens, and dims again as distance from the center of the pattern increases 2 Error Analysis Describe several things you could do in the future to reduce systematic error in your experiment 3 Evaluate Examine the measuring equipment you used and determine which equipment limited you the most on the precision of your calculations and which equipment gave you more precision than you needed, if any 4 Lab Techniques What might be done to an experimental setup to use white light from a normal lightbulb to produce a double-slit interference pattern

1 Conclude Did your procedure enable you to use a double-slit interference pattern to measure the wavelength of light Explain 2 Estimate what results you would get if you used a plate with a smaller slit separation distance, d, and performed the experiment exactly the same 3 Infer How would your observations change if you used green light, but used the same double-slit plate and screen distance What would you observe

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