Chapter 20: Q18P (page 526)
Explain how an optical fibre works. Why does the fibre still work when it is bent?
Short Answer
When the fibre is bent, theangle exceeds the critical angle, preventing light from leaving the core.
Chapter 20: Q18P (page 526)
Explain how an optical fibre works. Why does the fibre still work when it is bent?
When the fibre is bent, theangle exceeds the critical angle, preventing light from leaving the core.
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Get started for freeThe interferometer mirror of a Fourier transform infrared spectrophotometer travels pm1 cm .
(a) How many centimeters is the maximum retardation, ?
(b) State what is meant by resolution.
(c) What is the approximate resolution of the instrument?
(d) At what retardation interval, , must the interferogram be sampled (converted into digital form) to cover a spectral range of 0 to 2000 cm-1 ?
The path length of a cell for infrared spectroscopy can be measured by counting interference fringes (ripples in the transmission spectrum). The following spectrum shows 30interference maxima between 1906andobtained by placing an empty KBrcell in a spectrophotometer.
The fringes arise because light reflected from the cell compartment interferes constructively or destructively with the unreflected beam.
If the reflected beam travels an extra distance, it will interfere constructively with the unreflected beam. If the reflection path length is , destructive interference occurs. Peaks therefore arise when and troughs occur when, where is an integer. If the medium between KBr theplates has refractive index n, the wavelength in the medium is l/n, so the equations become . The cell path length can be shown to be given by
where Nmaxima occur between wavelengthsand. Calculate the path length of the cell that gave the interference fringes shown earlier.
Calculate the power per unit area (the exitance, W/m2) radiating from a blackbody at 77 K (liquid nitrogen temperature) and at 298 K (room temperature).
Explain how the difference voltage in Figure 20-37 reduces noise from source flicker.
(a) The true absorbance of a sample is 1.500, but stray light reaches the detector. Find the apparent transmittance and apparent absorbance of the sample. (b) How much stray light can be tolerated if the absorbance error is not to exceedat a true absorbance of? (c) A research-quality spectrophotometer has a stray light level of ,at. What will be the maximum absorbance error for a sample with a true absorbance of 2? Of 3?
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