- #1
Neo
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An interesting observation I made while in chemistry lab was that volatile liquids follow a type of "relativity theory." Imagine temperature (T) as the speed of light (C) in this thought experiment. So, as the heated water approaches T>100 degrees Celsius, the water converts to another state of matter -- gas -- before the temperature is reached (that is, it is a limit and so is never reached, similar to C).
Compare: The speed of an individual water particle cannot exceed 100 degrees Celsius whereas, in ToR, the speed of the particle cannot exceed C.
As more thermal energy [E] is added to the liquid, the rate of evaporation (dr/dt) increases, rather than T of liquid. Analogously, as particles approach speed C, only the rate of conversion of energy to matter increases, rather than particle speed after a certain point -- say 99.99% of C.
(dr/dt) increases as a function of E after a certain temperature threshold.
Some further ranting:
The particle possibly acquires wave-particle duality at that speed. Since mass is particulate and pure energy is wave-like, the particle seems to need wave-particle duality for the interconversion between matter and energy.
Could all particles acquire wave-particle duality when sufficiently accelerated?
Compare: The speed of an individual water particle cannot exceed 100 degrees Celsius whereas, in ToR, the speed of the particle cannot exceed C.
As more thermal energy [E] is added to the liquid, the rate of evaporation (dr/dt) increases, rather than T of liquid. Analogously, as particles approach speed C, only the rate of conversion of energy to matter increases, rather than particle speed after a certain point -- say 99.99% of C.
(dr/dt) increases as a function of E after a certain temperature threshold.
Some further ranting:
The particle possibly acquires wave-particle duality at that speed. Since mass is particulate and pure energy is wave-like, the particle seems to need wave-particle duality for the interconversion between matter and energy.
Could all particles acquire wave-particle duality when sufficiently accelerated?