兑换数得价
铜银金同兑
铜银金同价！
物不希值贬
金融无处是
慎启！慎启！
祈神一炷香
诚信贸易使
I needed a positive gravity particle accelerator; it turns out to be right under my feet. \(-g\) could be gamma rays with a weak electric component but no magnetic component. And \(-T\) can be gamma ray with a weak magnetic component but no electric component. And between them a gap in the gamma ray spectrum. \(-e\) presents the electromagnetic spectrum as we know it.
As \(+g\) particles accelerate up the copper tube under earth's gravity, they bombard the metal atomic nuclei. We might have transmutation of copper into silver then into gold.
Which would be disastrous. Try to have a nice day.
Note: Earth sets up a negative gravitational potential well. A particle with gravitational potential energy will move towards a point in the well with the same potential, and oscillate about that position. In the case of \(+g\) particles in earth's gravitational field, they will move upwards/outwards towards zero gravitational potential.
A particle intrinsically with potential energy is different from a particle being moved to a point with equivalent potential energy. In the former, the particle always retain its potential energy whereas in the latter, the particle potential energy changes with position per unit inertia. When we move in a field, we are moving an unit inertia in the field. For example, an unit charge in an electric field. When we move a group of two unit charges in an electric field, that group of charges will not change in quantity where ever we move them in the field. The intrinsic potential energy of the group does not change. The potential energy of such a group in a field however, is its quantity multiplied by the field's potential at the particular position.
Creating a \(+g\) particle and moving a particle to where it might have \(+g\) potential are two different issues.
