Entangling Space
- Gravity affects time
- According to quantum mechanics, two objects, no matter how distant, can be connected
- A particle can “hang in a state of limbo” and only commits to a certain property when it is observed, this can be linked a to a non-local particle
- Light is a wave, electrons also act as waves when single
- Quantum mechanics show that all particles act as waves, having probability waves and this probability is the best we can ever calculate a particles position no matter our ability or observations
- A particle has no definitive position until it is measured; Einstein took issue with this and quantum mechanics as a whole
- The uncertainty principle states, “you can determine with precision certain features in the microscopic realm, but in doing so you eliminate the possibility of determining certain other, complementary features.”
- Einstein, Podolsky and Rosen argued that quantum mechanics is not the last word because when two particles split off moving to the left and right they will have the same speed and direction so you can know the position or speed by measuring the other which violates the uncertainty principle
- Particles spin about an axis either clockwise or counter-clockwise
- If you measure particle spin on identical particles on 3 axes you can determine if a particle has a pre-determined spin, this is found true if more than half the results of numerous tests agree, then Einstein would be correct
- The experiment was performed on photons and showed that the results are not the same over 50% of the time which shows quantum entanglement (measurement of one particle determines the attributes of a distant, correlated particle); Einstein and co. were wrong
- Entanglement does not kill special relativity because the speed of light is not broken, no information is transferred between the entangled particles
- Once a particle is measured, it’s probability wave collapses, for its location is known, it can’t be anywhere else, and this is instantaneous
- Non-locality does not rule out the possibility that particles have definitive (or “hidden”) properties
