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| − | <center>Choose an '''independent variable''' jumping to a '''row'''!
| + | {{#seo: |
| | + | |title=Function Conjunction @ Sho Drives Wiki |
| | + | |titlemode=replace |
| | + | |keywords=electricity,magnetism,motor,generator |
| | + | |description=To facilitate understanding of the S.H.O. Drive, this place catalogs the ideas, creations, and techniques underlying its invention. |
| | + | }} |
| | | | |
| − | Choose a '''function''' by clicking the '''cell (or conjunction)'''!
| + | To facilitate understanding of the S.H.O. Drive, this '''Function Conjunction''' will catalog the ideas, creations, and techniques underlying its invention. |
| | | | |
| − | <div style="direction: rtl; overflow-y: auto; height: 300px; width: 1200px">
| + | '''[[Magnetic Energy]]''' |
| − | {| class="wikitable" style="direction: ltr"
| + | |
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| + | : The Magnetic Energy is the energy existing in magnetic fields. |
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| − | ! scope="col" width="70" | <small>Jump to...</small>
| + | '''[[The Anatomy of a Physical Expression]]''' |
| − | ! scope="col" width="35" | [[#a|a]]
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| − | ! scope="col" width="35" | [[#b|b]]
| + | : A physical expression is a product of factors, each with their own distinct role in defining a property of a physical system. Types include constants, coefficients, quantities, proximities, dislocations, and directions. |
| − | ! scope="col" width="35" | [[#c|c]]
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| − | ! scope="col" width="35" | [[#d|d]]
| + | '''[[Functions composed of Physical Expressions]]''' |
| − | ! scope="col" width="35" | [[#e|e]]
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| − | ! scope="col" width="35" | [[#f|f]]
| + | : A function composed of physical expressions is simply the result of the summations, differences, exponentiations, logarithms, or distributed multiplications or divisions of these physical expressions, or in the simplest case, a function is simply equal to an expression, such as <math>E(m) = mc^2</math>, where <math>E</math> is a function of <math>m</math>. |
| − | ! scope="col" width="35" | [[#g|g]]
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| − | ! scope="col" width="35" | [[#h|h]]
| + | '''[[Electromagnetic Potentials]]''' |
| − | ! scope="col" width="35" | [[#i|i]]
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| − | ! scope="col" width="35" | [[#j|j]]
| + | : The basic idea here is that the electromagnetic potentials <math>\phi</math> and <math>A</math> and their derivatives can be used to derive all electromagnetism. |
| − | ! scope="col" width="35" | [[#k|k]]
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| + | {{Site map}} |
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| + | [[Category:Function Conjunction| ]] |
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| − | </div>
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| − | <div style="direction: rtl; overflow-y: scroll; width: 1200px">
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| − | {| class="wikitable" style="direction: ltr"
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| − | ! scope="col" width="70" | <small>Function</small>
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| − | ! scope="col" width="35" | A(?)
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| − | ! scope="col" width="35" | B(?)
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| − | ! scope="col" width="35" | C(?)
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| − | ! scope="col" width="35" | D(?)
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| − | ! scope="col" width="35" | E(?)
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| − | ! scope="col" width="35" | F(?)
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| − | ! scope="col" width="35" | G(?)
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| − | ! scope="col" width="35" | H(?)
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| − | ! scope="col" width="35" | I(?)
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| − | ! scope="col" width="35" | J(?)
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| − | ! scope="col" width="35" | K(?)
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| − | ! scope="col" width="35" | L(?)
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| − | ! scope="col" width="35" | M(?)
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| − | ! scope="col" width="35" | N(?)
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| − | ! scope="col" width="35" | O(?)
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| − | ! scope="col" width="35" | P(?)
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| − | ! scope="col" width="35" | Q(?)
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| − | ! scope="col" width="35" | R(?)
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| − | ! scope="col" width="35" | S(?)
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| − | ! scope="col" width="35" | T(?)
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| − | ! scope="col" width="35" | U(?)
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| − | ! scope="col" width="35" | V(?)
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| − | ! scope="col" width="35" | W(?)
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| − | ! scope="col" width="35" | X(?)
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| − | ! scope="col" width="35" | Y(?)
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| − | ! scope="col" width="35" | Z(?)
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| − | |}
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| − | </div>
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| − | </center>
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