Question

In: Physics

Problem 5 a) Show that green light (λ = 5 x 10-7 m) can excite electrons...

Problem 5

a) Show that green light (λ = 5 x 10-7 m) can excite electrons across the band gap of silicon (Si).

b) i. Electromagnetic radiation of frequency 3.091 x 1014 Hz illuminates a crystal of germanium (Ge). Calculate the wavelength photoemission generated by this interaction. Germanium is an elemental semiconductor with a band gap, Eg, of 0.7 eV. ii. Sketch the absorption spectrum of germanium, i.e., plot % absorption vs. wavelength, λ.

c) Potassium (K) and beryllium (Be) are metals which exhibit good electrical conductivity. Explain for both elements the reasons for the observed conductivity on the basis of the band structure.

d) A pure crystalline material (no impurities or dopants are present) appears red in transmitted light. i. Is this material a conductor, semiconductor or insulator? Give the reasons for your answer . ii. What is the approximate band gap (Eg) for this material in eV?

e) An unknown material is transparent to light of frequencies ( ν ) up to 1.3 x 1014 s–1 . Draw a meaningful schematic band structure for this material.

Solutions

Expert Solution


Related Solutions

Use conservation of energy and momentum to show that light can excite optical phonons but not...
Use conservation of energy and momentum to show that light can excite optical phonons but not acoustic phonons. Give an estimate of the value of k and the energy at which such an excitation can occur.
Show that the skewness of X~Poisson(λ) is λ^-(1/2)
Show that the skewness of X~Poisson(λ) is λ^-(1/2)
In a diffraction grating experiment, green light of wavelength  λ = 533 nm is directed on a...
In a diffraction grating experiment, green light of wavelength  λ = 533 nm is directed on a diffraction grating that has N = 577 /mm lines. The diffraction pattern is projected on a screen that's located 172.5 (cm from the grating. Find the distance  between the first bright fringe and third dark fringe on the screen. your answer should be in SI units (meters) This is a diffraction grating problem, you can not use the approximation
2. Let X ~ Pois (λ) λ > 0 a. Show explicitly that this family is...
2. Let X ~ Pois (λ) λ > 0 a. Show explicitly that this family is “very regular,” that is, that R0,R1,R2,R3,R4 hold. R 0 - different parameter values have different functions. R1 - parameter space does not contain its own endpoints. R 2. - the set of points x where f (x, λ) is not zero and should not depend on λ . R 3. One derivative can be found with respect to λ. R 4. Two derivatives can...
Light of wavelength 3.0 × 10−7 m shines on the metals lithium, iron, and mercury
Light of wavelength 3.0 × 10−7 m shines on the metals lithium, iron, and mercury, which have work functions of 2.3 eV, 3.9 eV, and 4.5 eV, respectively. a. Which of these metals will exhibit the photoelectric effect? b. For those metals that do exhibit the photoelectric effect, what is the maximum kinetic energy of the photoelectrons?
light passes through a single slit of width 8.77 x 10^-6 m. The second (m =...
light passes through a single slit of width 8.77 x 10^-6 m. The second (m = 2) light diffraction minimum occurs at an angle of 5.62°. What is the wavelength of the light, in nanometers?
1. Can photo system 1 also absorb light and release electrons? How do the electrons be...
1. Can photo system 1 also absorb light and release electrons? How do the electrons be replaced? 2. What happens during non-cyclic electron flow? What product can be generated? 3. Summarize the events of the dark reaction. (All inputs and outputs)
Statistics problem A bowl has 10 green M&Ms, 11 blue M&M's, 9 yellow M&Ms, and 13...
Statistics problem A bowl has 10 green M&Ms, 11 blue M&M's, 9 yellow M&Ms, and 13 brown M&Ms. If you pick 7 M&Ms, find the following probability of the following events. It is not necessary for you to complete the calculations. a) Getting 5 blue M&Ms b) Getting 5 green M&Ms c) Getting 3 blue M&Ms and 4 green M&Ms d) Getting no blue M&Ms
let x:=7 show that x is the least upper bound of [3,7] show that x is...
let x:=7 show that x is the least upper bound of [3,7] show that x is the least upper bound of (3,7)
Design a Traffic Light that upon reset, turns Red for 10 seconds, then Green for 10...
Design a Traffic Light that upon reset, turns Red for 10 seconds, then Green for 10 seconds, then Yellow for 5 seconds. Assume a CLK period of 5 seconds. Draw the State Transition Diagram, State Transition Table and Output Table, find the Boolean Equations for Next State and Output and draw the logic circuit.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT