Consider a compact disc on which the pits used to store the digital information measure 850 nm long by 500 nm wide. Visible light has the following wavelengths: 380-420 nm for violet; 420-440 nm for indigo; 440-500 nm for blue; 500-520 nm for cyan; 520-565 nm for green; 565-590 nm for yellow; 590-625 nm for orange; and 625-740 nm for red. Which of these colors, if any, could be used for building the pits on the disc?

Question

Daphne Barrett

Computers & Technology

5 February, 20:56

Consider a compact disc on which the pits used to store the digital information measure 850 nm long by 500 nm wide. Visible light has the following wavelengths: 380-420 nm for violet; 420-440 nm for indigo; 440-500 nm for blue; 500-520 nm for cyan; 520-565 nm for green; 565-590 nm for yellow; 590-625 nm for orange; and 625-740 nm for red. Which of these colors, if any, could be used for building the pits on the disc?

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Answers (1)

Know the Answer?

Ryleigh Wilkins · Answer 1

Answer is explained below

Explanation:

Given data,

Wavelength,

Voilet = 380 - 420nm

Indigo = 420-440nm

Blue = 440-500 nm

Cyan = 500-520 nm

Green = 520-565 nm

Yellow = 565-590 nm

Orange = 590-625 nm

Red. = 625-740 nm

For storing information the waves should form a standing wave on the pits.

Hence the wavelength should be integral multiples of the dimensions.

Hence

Indigo i. e. 420-440 nm will form at 850 nm side with n = 2

And Blue and Cyan will form at 500nm