After acquiring a negative temperature particle in orbit around/in a positive temperature particle (or a group of positive temperature particles), the fluid particle develops a gravitational field along the axis of rotation. This force when directed against earth's gravity, lifts the fluid particle. When the fluid particle is also in rotation, the combined effect is the characteristic profile of a wave.
The maximum ascending gradient of the wave profile occurs at,
\(g_{max,\,asc}=g_w-g_e\)
when the fluid particle acquired gravitational force opposes earth's gravity directly.
The maximum point of the wave profile occurs when,
\(g_e-g_w=0\)
when the fluid particle acquired gravitational force cancels earth's gravity and continues to rotates into the direction of earth's gravity, downwards. When the fluid particle acquired gravitational force adds to earth's gravity, the fluid particle descends with greater acceleration than its ascendance.
\(g_{max,\,des}=g_w+g_e\)
As,
\(g_w+g_e\gt g_w-g_e\)
\(g_{max,\,des}\gt g_{max,\,asc}\)
This gives the characteristic short downward curve of the wave.
