R0 and r are the major and minor radius of this flux surface a_norm is the normalizing length (GS2's rhoc=r/a_norm, etc.) kappa is the elongation tri is Dorland's tri = asin(delta_Miller) shift_prime = dR_0/dr s_kappa and s_delta are Miller's definitions q is the safety factor Miller/Waltz parameters (based on 2 Sept. 1999 email, but uses shift_prime=0.354 instead of Waltz's typo). &miller_geo R0=1.710215, r=0.5395, a_norm=0.65, kappa=1.66, tri=0.4290422, shift_prime=-.354, s_kappa=0.70, s_delta=1.37, q=3.03 / Actual Miller/Waltz parameters (based on 2 Sept. 1999 email, includes Waltz's typo in shift_prime, which is 0.354 in Miller): &miller_geo R0=1.710215, r=0.5395, a_norm=0.65, kappa=1.66, tri=0.4290422, shift_prime=-.345, s_kappa=0.70, s_delta=1.37, q=3.03 / My first guess at the Miller/Waltz parameters: &miller_geo R0=1.75, r=0.552, kappa=1.66, tri=0.429, shift_prime=-.354 s_kappa=0.70, s_delta=1.37 / &miller_geo R0=3.0, r=0.5, kappa=1.0, tri=0.0, shift_prime=-0.1 s_kappa=0.0, s_delta=0.0 / Waltz's version of 81499 cyclone case: &miller_geo R0=1.7381, r=0.36359, kappa=1.2786, tri=0.38213, shift_prime=-.0664322 s_kappa=0.090704, s_delta=0.0222 /