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The Evans Equations of Unified Field Theory - Alpha Institute for ...

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evaluate attraction or repulsion at various distances from the source. Likewise<br />

where an electrical charge exists, a field is imagined to be present around it. <strong>The</strong><br />

whole idea <strong>of</strong> “unified field theory” is to combine the gravitational and electrical<br />

descriptions. Both are very similar with respect to the field description.<br />

We use the term potential since there is an ability to do work on a charge<br />

or a mass even if none is present.<br />

In Figure 2-8 assume there is a source <strong>of</strong> energy in the center gray circle.<br />

Build a circular grid around it and establish a distance r. <strong>The</strong> field varies as the<br />

inverse <strong>of</strong> the distance squared, 1/r 2 . <strong>The</strong> potential itself is a scalar and is<br />

proportional to 1/ r. <strong>The</strong> field is a vector. <strong>The</strong>re is a direction in which the<br />

potential “pushes” or “pulls.” <strong>The</strong> <strong>for</strong>ce resulting from the field will vary as 1/r 2 .<br />

45<br />

Figure 2-8 Potential <strong>Field</strong><br />

r 2r<br />

<strong>Field</strong> lines are<br />

more dense close<br />

to the source.<br />

<strong>The</strong> field strength<br />

decreases as 1/r 2<br />

At 2r, the field<br />

is reduced to<br />

¼ the value<br />

at r.<br />

Some point<br />

far away "at<br />

infinity" so<br />

that the<br />

potential is<br />

very low.<br />

<strong>The</strong> field strength at a distance from a charge or a mass decreases<br />

as the inverse square <strong>of</strong> the distance. Potential = a constant / r

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