\(a=\frac{F}{\left \{ 1+\frac{2h}{\pi\epsilon_rF}\left [ ln(\frac{\pi F}{2h}+1.7726 ) \right ] \right \}^\frac{1}{2}}\)
\(F= \frac{8.791e^9}{f_r\sqrt{\epsilon_r}}\)
\(a_e=a{\left \{ 1+\frac{2h}{\pi a \epsilon_r}\left [ ln(\frac{\pi a}{2h}+1.7726) \right ] \right \}^\frac{1}{2}}\)
Where: |
\(f_r \) = Frequency |
\(\epsilon_{r}\) = Substrate Relative Permittivity |
\(h\) = Substrate Height |
\(a \) = Physical Radius of Patch |
\(a_e \) = Effective Radius |