Yes and no.
It is the amount of \(\psi\) provided via the temperature difference that cancels the energy level difference between temperature charge clouds between the reagent. Negative charge are smaller and provide less \(\psi\) per particle, their polarity does not negate the presence of positive charges when they mix and coalesce. \(\psi_{c}\) coalesce with a positive charge to result in a bigger positive charge with a higher amount of \(\psi\) embodied in a single particle.
In the range of temperature below zero charge temperature, since we are dealing with smaller negative charge, \(T_{ex}\) has to increase to provide the same amount of \(\psi\).
A body of \(\psi\) behave as a single particle. An increasing embodiment of negative charges each remaining distinct as a particle increases the negative potential. In this way, a body can be brought to a high negative potential.
Temperature \(\psi\) moves freely as we are in an environment of higher temperature potential; electric charge tends to distill into particles because we are in an environment of normally low electric potential. Temperature behaves more like waves.
Have a nice day.
Note: That would mean at high enough positive electric potential, positive charges can break into smaller negative charges and so switches the electric potential to negative. And at high enough negative potential where the negative charges are pressed to coalesce, they merge into large positive particles and switches back to positive electric potential. So, a large embodiment of charges fed with \(\psi\) (via a bombardment of basic particles) is naturally oscillatory. Such an oscillatory system will emit EMWs and photons.
Too much of anything is a bad thing.
