2. (Problem 6.4.1) A laser comprises a cylindrical rod of Nd:YAG in an optical cavity consisting of two mirrors, which h
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2. (Problem 6.4.1) A laser comprises a cylindrical rod of Nd:YAG in an optical cavity consisting of two mirrors, which h
2. (Problem 6.4.1) A laser comprises a cylindrical rod of Nd:YAG in an optical cavity consisting of two mirrors, which have reflectances of Rį = 1 and R2 = 0.92. The rod is 5 cm long and 0.5 cm in diameter and each end is anti-reflection coated so that reflection from the Nd:YAG/air interface is negligible. Taking losses from the cavity other than transmission through the mirror to be negligible, calculate the threshold gain coefficient and population inversion density. 1.4 x 1020 cm what fraction are in the upper • If the total density of Nd3+ ions, Ntotal laser level at threshold? 7 • Assuming uniform pumping of the whole rod, what excitation rate, R, is required for this laser to reach threshold? • How much power is emitted as spontaneous emission at threshold? Take the stimulated emission cross-section, o, and fluorescence lifetime, T, of Nd:YAG to be 2.8 x 10-19 cm2 and 230 us, respectively. The Nd:YAG wavelength is 1064 nm.
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