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--- start [2025/04/08 13:38] – kkaragoz
+++ start [2025/12/08 14:51] (current) – kkaragoz
@@ Line 6: / Line 6: @@
   * Power Electronics & Microwave
   * Most of the stuff related with electromagnetism
+Here is my favorite formula 🌼🌷:
+$$ \psi = kd \cos{\theta} $$
+$$ AF = \sum_{m=0}^{N-1}e^{jm\psi} = 1 + e^{j\psi} + e^{j2\psi} + ... + e^{j\left(N-1\right)\psi} $$
+The maximum value of AF occurs when $\psi=0$, resulting in $AF = N$. Therefore, disregarding the phase factor and normalizing we obtain.
+$$ f\left(\psi\right) = \frac{\sin{\frac{N\psi}{2}}}{N\sin{\frac{\psi}{2}}} $$
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 |SORA|2024|AI/ML|
-Test expression for mathematical formulas:
-$$ \psi = kd \cos{\theta} $$
-$$ AF = \sum_{m=0}^{N-1}e^{jm\psi} = 1 + e^{j\psi} + e^{j2\psi} + ... + e^{j\left(N-1\right)\psi} $$
-The maximum value of AF occurs when $\psi=0$, resulting in $AF = N$. Therefore, disregarding the phase factor and normalizing we obtain.
-$$ f{\psi} = \frac{\sin{\frac{N\psi}{2}}}{N\sin{\frac{\psi}{2}}} $$