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U_{quad}=U+V\cdot\mbox{cos}\omega t
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a=\frac{8\cdot Q\cdot U}{m\cdot r_0^2\cdot\omega^2}
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q=\frac{4\cdot Q\cdot V}{m\cdot r_0^2\cdot\omega^2}
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U_{p}=k_{u}\cdot M\cdot r_0^2\cdot f^2
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V_{p}=k_{v}\cdot M\cdot r_0^2\cdot f^2
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M>\frac{k_{H}\cdot V}{r_0^2\cdot f^2}
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N_{HF}\approx\frac{C}{Q}\cdot M^2\cdot f^5\cdot r_0^4
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U= 1.2122 · 10-8
\frac{\mbox{kg}}{\mbox{A}\cdot\mbox{s}}\cdot M\cdot r_0^2\cdot f^2
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V= 7.2226 · 10-8
\frac{\mbox{kg}}{\mbox{A}\cdot\mbox{s}}\cdot M\cdot r_0^2\cdot f^2
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\frac{dM}{M}=\frac{2\cdot\delta r_0}{r_0}
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I_{K+}=i_{\bar{}}\cdot I_{e}\cdot s\cdot p_{K}