Difficult to understand a wave.

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A wave is defined by its wavelength and frequency, and when two identical monochromatic sources emit light, the duration of emission affects total energy output. If one source emits for twice as long as the other, it will produce more total energy, but each individual photon retains the same energy if the frequency is identical. The confusion arises from equating the total energy emitted with the energy of individual photons; the total energy is influenced by the luminosity of the source rather than the frequency. The concept of quantization is not the issue here; rather, it’s the distinction between the energy of a single photon and the cumulative energy emitted by a light source. Understanding these principles is crucial for grasping wave behavior and photon emission.
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A wave is characterized by its wavelength or say frequency.

say two identical monochromatic sources (torch1 and 2) are lit.

what happens if the first torch 1 is lit for 5 seconds and the 2 is lit for 10 seconds starting at the same instant. (considering they emit a single wave only).

if the torch 2 produces wave for twice the length of the 1st then are their energies different??

if so then E=hv says that both should have the same energy??
how come??
pls explain!

bs
 
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If you are emitting light for 5 seconds, you are emitting a lot more than one photon. The energy of a photon is directly proportional to its frequency. If the light sources emit identical photons, then the energy of each photon will be identical.
 
well thanks for replying..
then what is the time period for emitting one photon?
 
This is an impossible question. A photon either exists, or it doesn't. A lamp emits billions of them per second, but it doesn't take a definite 'time' to emit one.
 
The total energy emitted by lamp 2 is twice as much as that emitted by lamp 1, but it is not due to the frequency of the photons, rather due to the luminoscity of the lamp.
 
it means that the way i am viewing the wave as a long continuous one is totally wrong?? i guess so, is there a good place to better understand quantization?

that would be really helpful
 
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