What is the coherence length (Ic) of an optical coherence tomography system if it uses a lazer with the central wavelength of 1. = 850 nm and bandwidth of A2 = 0.5 nm? %3D %3D
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A: Part 2: Explanation:Step 1: Determine the interplanar spacing (d) for the first diffraction peak.The…
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A: The expression to calculate inter-planar spacing of the crystal is d=mλ2sinθ
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- Problem 19: Sodium vapor light (average wavelength 598 nm) falls on a single slit of width 7.75 μm.Randomized Variablesλ = 598 nmw = 7.75 μm At what angle θ, in degrees, does it produces its second minimum?Numeric : A numeric value is expected and not an expression.θ = __________________________________________Light from the He-Ne laser of wavelength 633 nm passes through a circular aperture. It is observed on a screen 2.00 m behind the aperture. The width of the central maximum is 3.40 cm what is the diameter of the hole? A. 45.4 micro meters B. 90.9 micro meters C. 3.40 centi meters D. 74.5 micro meters E. 633 nano metersthe normal human eye can detect colors whose wavelengths range from 380 nm to about NOTE: 1 n m = 10 − 9 m ( o r 1 m = 10 9 n m ) Group of answer choices 600 nm. 750 nm. 550 nm. 650 nm.
- If an X-ray beam of wavelength 1.4*10-10 m makes an angle of 20 degrees with a set of planes in a crystal causing first order constructive inference, at what angle will the second order line appear? A) 40 degrees B) 20 degrees C) 43 degrees D) 4.0 degrees E) 11 degreesWhat is the smallest thing we can see? O smallest object that we can process with our eyes is limited to the size of the photoreceptor cells in the retina. In order for us to to distinguish any detail in an object, its image cannot be smaller cannot be smaller than a single retinal cell. Although the size depends on the type of cell (cone or rod), a diameter of of a few microns (mm) is common near the center of the eye. We should model the eye as a sphere 2.50 cm in diameter with a single slender lens in front and the retina behind, with photoreceptor cells 5.0 mm in diameter. (a) What is the smallest object object that you can perceive at a point near 25 cm? What angle is subtended by this object in the eye? Express your answer in units of minutes (1° 60 min) and compare it with the typical experimental value of about 1.0 min. (Note: there are other limitations, but we will ignore them here).If the wavelength l of the Xrays is too large relative to the spacing of planes in the crystal, no Bragg diffraction will be seen because sin u would be larger than 1 in the Bragg equation, even for n 5 1. Calculate the longest wavelength of Xrays that can give Bragg diffraction from a set of planes separated by 4.20 Å.