Why On a Smith chart every constant-reactance curve is an arc of a circle, and every constant-resistance contour is a full circle tangent to the chart's outer rim. The single exception is the horizontal line running through the center from the short-circuit point to the open-circuit point, which is the pure-resistance (zero reactance) locus. A straight line is just a circle of infinite radius, and that is the only one drawn on the chart.
Watch out The reactance axis is tempting because it is the other named axis, but reactance appears as curved arcs sweeping off the outer circle, inductive above the center line and capacitive below.
Straight and level across the middle = pure resistance, no reactance. Everything else on a Smith chart curves.