How many photons are emitted per second by a 5 mW laser operating at 620 Angstrom
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Wavelength = 620 nm
Power = 5 mili watt
Energy of one photon = hc/lemda
where , h is plank's constant
c is velocity of light and lemda is wavelength .
after putting value of h and c
Energy of one photon = 12375/lambda( in A° )
Energy of one photon = 12375/( 6200 A°)
= 1.9959 ev
Energy of one photon = 1.9959 × 1.6× 10^-19 joule = 3.19 × 10^-19 Joule
now Let no of photon = n in one second
so, no of photon in one second = Power × one second/energy of one photon
= 5 × 10^-3/3.19 × 10^-19
= 1.56 × 10^(-3 +19 )
= 1.56 × 10^16
Hence, number of photon per second = 1.56 × 10^16
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Wavelength = 620 nm
Power = 5 mili watt
Energy of one photon = hc/lemda
where , h is plank's constant
c is velocity of light and lemda is wavelength .
after putting value of h and c
Energy of one photon = 12375/lambda( in A° )
Energy of one photon = 12375/( 6200 A°)
= 1.9959 ev
Energy of one photon = 1.9959 × 1.6× 10^-19 joule = 3.19 × 10^-19 Joule
now Let no of photon = n in one second
so, no of photon in one second = Power × one second/energy of one photon
= 5 × 10^-3/3.19 × 10^-19
= 1.56 × 10^(-3 +19 )
= 1.56 × 10^16
Hence, number of photon per second = 1.56 × 10^16
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Hope My Answer Helped☺️☺️✌️✌️
★★★★★★★★★★★★★★★★★★★★★
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