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I know that even though a photon has no mass it still has energy. From what i understand the mass and velocity of a photon have no bearing on the amount of energy it emits, rather its energy is dependent solely on the frequency that the particular photon is resonating. How is this frequency and the energy being emitted by it related to the gravitational force exerted from the photon? Does a photon resonating at a high frequency and short wavelength emit more of a gravitational effect than a photon resonating at a lower frequency?

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Yes, a photon's energy $E = \hbar \omega$ and momentum $p = (\hbar/c) \omega$ contributions to the stress-energy tensor of general relativity are both directly proportional to its frequency $\omega$.

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