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Table 1.

Parameter values for modes 1–10 of the LCS model. Values of cn correspond to the Nb(z) profile used for the control run. Coefficients Zn are determined from profile (2) with z1 = −10 m and z2 = −20 m. The quantities α−1n0 = cn/β and σn0 = βcn are the equatorial Rossby radii of deformation and equatorial inertial frequencies for each mode, respectively. The quantities 2π/kr and k−1i, defined after (10), are the wavelength and damping scale of a Yanai wave when 2π/σ = 14 days and A = 8.84 × 10−4 cm2 s−3.

Parameter values for modes 1–10 of the LCS model. Values of cn correspond to the Nb(z) profile used for the control run. Coefficients Zn are determined from profile (2) with z1 = −10 m and z2 = −20 m. The quantities α−1n0 = cn/β and σn0 = βcn are the equatorial Rossby radii of deformation and equatorial inertial frequencies for each mode, respectively. The quantities 2π/kr and k−1i, defined after (10), are the wavelength and damping scale of a Yanai wave when 2π/σ = 14 days and A = 8.84 × 10−4 cm2 s−3.
Parameter values for modes 1–10 of the LCS model. Values of cn correspond to the Nb(z) profile used for the control run. Coefficients Zn are determined from profile (2) with z1 = −10 m and z2 = −20 m. The quantities α−1n0 = cn/β and σn0 = βcn are the equatorial Rossby radii of deformation and equatorial inertial frequencies for each mode, respectively. The quantities 2π/kr and k−1i, defined after (10), are the wavelength and damping scale of a Yanai wave when 2π/σ = 14 days and A = 8.84 × 10−4 cm2 s−3.
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