Laws of Spectral Energy Distribution - Edubirdie

University:
Santa Fe College
Course:
PHY 2048 | General Physics 1 with Calculus
Academic year:

2024
Views:

312

Pages:

2
Author:

Jabin F.

Laws of spectral energy Distribution:- = 6 The energy of radiation lies in the ronge v to v+dv M=0 U(2) d2 = hu x 74 U(2) d2 = 81 vh 23 C³/e-1) 3 The energy density lies the range 2 to * Kapta planky formula 4/2) 12 = U(2)dr V = 3 3 C The energy density lies in the range rp+r of Y (1-a) s = rp(r)n 8 Thc da Case ① and is known as Plancky Exp for spectral energy distribution. ① For Smaller freg. or larger wavelength. hu KeT <<1 1>> 4(2) 2 = 8TKBT 22 d2 C3 137 κιλιαλ = STKBT 14 da > Based on Classical approas (energy continuos These are Rayleigh Jean's exp. # for all are range of free. or wavelength 4/2) = finite 4(1) = finite 4(2)→00 # For Ultarviolet 4(2)→∞ Ultraviolet Catosphe ② For higher frez. or small or wavelength:→ hu KBT or >>1 -hu 8The Kot dv C3 4(2) dv = κιλίαλ = 15 Wien's exp. for spectral energy dist.

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