Assume that two entangled quantum particles of equal mass ‘m’ are brought to the opposite sides of a massive gravitating object of mass ‘M’ as shown in Figure 1. Let the distance between the massive object and the particles on both sides are exactly equal. Also assume that the massive object is absolutely neutral in terms of electric charge.
Since the massive object is neutral in terms of electric charge, the only possible interaction between the particles and the object would be due to gravity. Since both the particles are placed at same distance from the object, the gravitational force on the particles will be same and act in opposite directions simultaneously. However, it is to be noted that these two particles are entangled (in quantum mechanical sense) before bringing them in the vicinity of the massive object.
In such situations, I suspect that there will be a pseudo force on both the particles acting exactly opposite to the direction of gravitational force as shown in Figure 1. This is because the gravitational force acting on the particle on one side will eventually cause a force on the particle on the other side in the exact opposite direction due to their entanglement with each other. This proposed pseudo force acting on the particles will completely neutralize the effect of gravity on the particles causing a dynamic equilibrium and a motionless state.
Hence it seems possible that gravitational effects can be neutralized using quantum entanglement.
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Entanglement isn't any force. It means that the probability distribution of the two particles doesn't factorize into the product of the probability distribution of each particle, that's all. If the two particles interact with a third particle, by 2-body forces, already classically, the correlations don't factorize, since the 3-body problem is classically non-integrable, in general. Quantum effects introduce correlations on top of that. If one is asking, whether the two could cancel, the answer is No, since quantum entanglement depends on Planck's constant, while the classical correlations don't.
Regarding the discussion of entanglement by Remi and Mozafar ... it is a bit beyond my personal expertise, but Kassner told me recently that the so-called "firewall" at an event horizon is due to entangled particles becoming separated by the horizon. This was something he was in the process of digesting, not his conclusion. Either of you know anything about it and care to explain?
THE HARMONIC PHOTON
The numerical and harmonic entanglement of Quantum Gravity, Chromatic and Diatonic Photons, and all electronic configurations of the Atomic and Molecular periodicities of base-paired quantum frequencies are governed by the decimal architecture of the Prime Root Matrix - which gives rise to the Harmonic Photon and the Universal Numerical System.
Entanglement between two particles means that when we measure one, we gain information about the range of measurement results we would get on measuring the other. It does not mean that when one is measured, the other is magically measured at the same time. It does not change the effects of things we do to either particle after the interaction which originally entangled them. For example, we may bounce one of a pair of entangled photons off a mirror. The momentum of the other will not change. This is the sort of interaction that would be needed for the blocking of gravitational effects that you mention, and as far as I know, such an interaction does not exist.
Thank you all for the answers for my question. Now i understand that entanglement cannot cause the virtual force i speculated.
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