2003/5 Takuichi Hirano
Current Distribution is approximated by sine
i(z)=I0 sin(k0(h-|z|))
z is axis along the dipole and z=0 is a feed point.
i(z) is the current distribution as expressed in R.H.S.
|z| in the equation means the absolute value of z.
k0 is a wavenumber in free space (2*pi/lambda0).
h is a half dipole length l (h=l/2), or h is a monopole length.
I0 is the magnitude of the current.
Confirm that the magnitude of the current is zero at the ends of dipole: i(h)=i(-h)=0.
Sine function represents the shape of standing wave on the dipole antenna.
dB Pattern, Normalized by Maximum
E-FieldiH-FieldjLinear Pattern, Normalized by the Value of Half-Wavelength Dipole (Theta=90degrees)
[Mathematica 4.2 Source File]