n= 2;
i=90◦
n = sin i / sin r
sin
r = sin i / n
= sin 90◦/2 = ½
r
= sin-1(1/2) = 30◦
Imax
= I1 + I2 + 2√(I1I2)
=
I + 4I + 2√(4I2)
=
I + 4I + 4I = 9I
Imin
= I1 + I2 - 2√(I1I2)
=
I + 4I − 2√(4I2)
=
I + 4I − 4I = I
The
radius of the nth orbit is rn
= n2r0
rn ∝ n2
r1:r2:r3 = 1:4:9