Black Body Radiation in Quantum Mechanics

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    Black Body Radiation in Quantum Mechanics. We covered all the Black Body Radiation in Quantum Mechanics in this post for free so that you can practice well for the exam.

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    The speed of thermal radiation (V) compared to the speed of Light (C) is

    a) V = C/2

    b) V is greater than C

    c) V is less than C

    d) V is equal to C

    Option d – V is equal to C

    According to Einstein, the number of degrees of freedom for each Atom in a Solid is similar to that of a monoatomic gas Molecule. This number is

    a) 3 degrees of freedom

    b) 2 degrees of freedom

    c) Only one degree of freedom

    d) None of the above

    Option a – 3 degrees of freedom

    At elevated temperatures, Debye’s model predicts the molar Heat capacity of a Solid to be

    a) 5R

    b) 3R

    c) R

    d) None of the above

    Option b – 3R

    A black body at a temperature T₁ emits a certain amount of radiation. To emit 16 times more radiation, its temperature T₂ must be

    a) T₁ = 8T₂

    b) T₂ = 16T₁

    c) T₂ = 4T₁

    d) T₂ = T₁

    Option b – T₂ = 16T₁

    A black body emits radiation most strongly at a wavelength of 1.2 microns. If Wien’s constant is 0.3 cm·K, what is the approximate temperature of the black body?

    a) 2000 K

    b) 4000 K

    c) 2500 K

    d) 6000 K

    Option c – 2500 K

    We covered all the black body radiation in quantum mechanics above in this post for free so that you can practice well for the exam.

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