1. Write the Maxwell's equation in differential form. 2. Why the perfectly monochromatic light source is not possible? 3. Is it possible to make the two level laser system, explain? 4. What are significance of Einstein relation? 5. Describe the construction and working principle of solid state laser with example. 6. What is the role of Helium in He-Ne and CO, laser?

Astronomy
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Author:Andrew Fraknoi; David Morrison; Sidney C. Wolff
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Chapter5: Radiation And Spectra
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Problem 38E: An idealized radiating object does not reflect or scatter any radiation but instead absorbs all of...
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Please answer all these short answers please . I will give up vote.
1. Write the Maxwell's equation in differential form.
2. Why the perfectly monochromatic light source is not possible?
3. Is it possible to make the two level laser system, explain?
4. What are significance of Einstein relation?
5. Describe the construction and working principle of solid state laser with
example.
6. What is the role of Helium in He-Ne and CO, laser?
7. Find the EM wave equation in terms of electric field.
8. Find the relationship between phase and group velocity for a de Broglie wave.
9. Suppose a He-Ne laser has a band width 0.5 GHz, Calculate the
monochromaticity, coherence length and coherence time for such source?
10. Discuss the conditions for a vector to be solenoidal and conservative.
Transcribed Image Text:1. Write the Maxwell's equation in differential form. 2. Why the perfectly monochromatic light source is not possible? 3. Is it possible to make the two level laser system, explain? 4. What are significance of Einstein relation? 5. Describe the construction and working principle of solid state laser with example. 6. What is the role of Helium in He-Ne and CO, laser? 7. Find the EM wave equation in terms of electric field. 8. Find the relationship between phase and group velocity for a de Broglie wave. 9. Suppose a He-Ne laser has a band width 0.5 GHz, Calculate the monochromaticity, coherence length and coherence time for such source? 10. Discuss the conditions for a vector to be solenoidal and conservative.
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