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Application of a strong magnetic field reduces the velocity, which in turn increases heat diffusion within the fluid flow.
The snapshots contain the three-component velocity or the displacement motions, or divergence and rotation of the velocity, which are related to the P- and S-waves.
This causes an increase in the absolute value of the velocity, which may result in an increase in the relative velocity.
As the graph shows, the length of the vectors represents the velocity, which falls from 25%% blockage stage to 99%% blockage stage.
This alternative concept of velocity would have the advantage that "there would be no limit to the velocity which can be imparted to material bodies on giving them unlimited energy", which seems intuitively "natural and simple".
But the same due to unsteadiness is proportional to a power of the velocity which may take any value between 1 and 2 or outside this range.
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The kinetic energy generally depends on the velocities, which, using the notation vx = dx/dt = ẋ, may be written T = T ẋ1, ẏ1, ż1, ẋ2, ẏ2, ż2,... ).
The purpose of this application it is to control the velocities, which are measured in a inertial frame, rejecting the disturbances associated with moving components.
Since the control algorithm requires the velocities, which are not measurable in this application, it is extended by a reduced observer.
Wherefore, if the earth is really at rest, the body, which relatively rests in the ship, will really and absolutely move with the same velocity which the ship has on the earth.
This allows us to extract a novel measure, the plaque velocity, which is the slope in the linear regression of the plaque radius to the 36, 48 and 60 h time points.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com