The smith chart itself doesn't care if the impedances are single-ended or differential. But obviously you have to transform all single ended component values (C1, L1, R1 etc.) to equivalent differential ones.
This is the first time I know that smith chart can also use to calculate differential matching. I've search many resource but I can't find any theory to transform differential component values to single-ended form. Can you help me with this one especially for inductor and microstrip pair??? thanks before.....
May be. You will know from the actual geometry. It isn't mentioned explicitely in the datasheet, usually I would expect the term "differential microstrip" for clarity. Also I don't know the substrate height of the EvalKit layout to estimate the impedance.
I'm sorry for not mentioning it before, in this design I use FR4 (Er = 4.4, H 30 mil), physical length 1.9 mm, f = 456Mz, with Zo = 70 ohm. With this data I've find microstrip width and length, but I can't find the way to calculate its effect for matching impedance...