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NotASmurf
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Hey all, is there a formula that can calculate the energy losy by a photon traveling through air at 1 atm per meter given frequency? Any help apreciated.
Yea, but wouldn't it be absorbed and reemitted at lower energy on average a certain number of times or would that be too capricious to be used?russ_watters said:However, a photon may be absorbed and cease to exist.
jtbell said:Do you have a particular frequency range in mind? (radio, visible, X-ray, gamma-ray, ...?)
So you are interested in radio wave propagation. There is loads of information about that and I recommend that you google appropriately to get some background and to find out the actual questions that need answering for your problem.NotASmurf said:Yea, microwave/radio
NotASmurf said:Hey all, is there a formula that can calculate the energy losy by a photon traveling through air at 1 atm per meter given frequency? Any help apreciated.
NotASmurf said:...... Yea, microwave/radio
sophiecentaur said:You should try to find stuff on 'Link Budgets". That takes everything into account; transmit power, feeder loss, antenna gain, path loss, spreading loss, etc etc and can give you a Carrier to noise ratio for the demodulated signal. Just what a chap needs. Path loss on its own is not actually a lot of use for designing a practical system.
EM radiation, also known as electromagnetic radiation, is a form of energy that is emitted by charged particles as they move through space. It includes a wide range of wavelengths, from gamma rays and X-rays to radio waves and microwaves.
The energy lost by EM radiation per cm in air is typically measured in units of joules per centimeter (J/cm) or watts per square centimeter (W/cm²). This measurement is known as the radiation intensity and is used to quantify the amount of energy that is absorbed or transmitted by a material.
The amount of energy lost by EM radiation per cm in air can be affected by various factors, such as the type and intensity of the radiation, the distance the radiation travels, and the properties of the medium it travels through (e.g. air, water, or a solid material).
The impact of energy lost by EM radiation per cm in air on living organisms depends on the type and intensity of the radiation. High levels of radiation can be harmful to living cells and tissues, causing damage to DNA and potentially leading to health problems such as cancer. However, certain forms of radiation, such as ultraviolet light, are also essential for life as they play a role in processes such as photosynthesis.
The energy lost by EM radiation per cm in air can be recovered to some extent through various processes, such as reflection, refraction, and absorption. However, some of the energy will also be dissipated as heat, which cannot be recovered. The extent of energy recovery depends on the properties of the material the radiation interacts with.