If this question is related to the photoelectric effect the answer should be as follows
(but I have learned the work function for sodium is 2.35 eV)
Photoelectric effect: Photon energy h f = W + KE
h := Planck constant
f:= freqency of emitted light
W:= Work function in Joule 1.82 eV * 1.6*10-19 J/eV = 2.91 * 10-19J
KE: kinetic energy of electrons that have been released from metal
When f0 is threshold frequency: KE = 0
(photon energy h*f0 is just enough to free electrons but not to give them kinetic energy)
h*f0 = W
f0 = W/h = 2.91 * 10-19J / 6.63*10-34 Js = 4.39 * 1014 Hz
wavelength = c / f0 = 3.0 * 108 m/s / 4.39 * 1014 Hz = 6.84 * 10-7 m = 684 nm
As the wavelength increases, frequency decreases. A wavelength is the distance from, say, a crest to a crest, or perhaps a trough to a trough. Frequency is essentially how many waves or how many cycles of a wave there are per unit of time, and we usually apply the term cycles per second or Hertz (which means cycles per second) to it.Wavelength is the physical distance the wave will travel as a single cycle of that wave occurs. And wavelength is a function of both frequency and of the speed of propagation of that wave. In any case, a longer wavelength is associated with a lower frequency. Increasing (lengthening) the wavelength decreases the frequency.
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Square the wave function.
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The work function of the photoemissive metal.
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It depends on what information you have: whether you know the wave function or you know the speed and wavelength.
The threshold frequency is the minimum frequency of radiation required to raise the potential energy of the most energetic electrons in a metal to zero, therefore giving the free electron (once emitted) a velocity of zero. The work function of a metal surface is the energy required to remove the most energetic electron from it. Each metal has a different work function, with the negative of this the maximum potential of the de-localised electrons in the metal. W=hf0 The formula: Kmax = hf - W (in Joules) gives the maximum kinetic energy of the electron. As h is Planck's constant, and f is the frequency provided to the metal (ie. frequency of the electromagnetic wave that had irradiated the metal), and W is the Work Function of the metal, if the frequency provided to the metal is the threshold frequency, then the electron has kinetic energy of zero. However, if more than the threshold frequency is provided, the electron will have a kinetic energy > 0. I hope that's explained okay! Bec
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frequency transfer function deals with transfer in frequency domain, transfer function alone can be referring to any type of transfer in different domain e.g time domain
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