Case 1: 1.1D + 1.2W*Ifw + 0.75SC + 1.1Tw
Case 2: 1.1D + 1.2IwIfi + 1.2WiIfiw + 0.75SC + 1.1Tw
Case 3: 1.1D + 1.0SC + 1.1Tw
Case 4: 1.1D + 1.25E*Ife + 0.75SC + 1.1Tw
D = structure and wire dead load
W = extreme wind load
Wi = wind load in combination with ice
Iw = ice load in combination with wind
E = earthquake load
Tw = horizontal wire tensions for the appropriate wind and temperature condition
SC = short-circuit load
If = importance factors (Ifw, Ifi, Ifwi, and Ife)
E is defined as being calculated by equation 3-10:
Fe = (Sa/R)W(Ife)(Imv)
Fe = seismic design force, lateral force applied at the center of gravity of the structure or component
R = structure response modification factor
Ife = importance factor for earthquake loads
W = dead load (including all rigidly attached equipment and 50% of the weight of the attached wire)
Sa = design spectral response acceleration
Imv = 1.0 for dominant single mode behavior or 1.5 when multiple vibration modes are consider by the designer
W is defined as being calculated by equation 3-1:
F = Q * kz * V^2 * Grf * Cf * A
F = wind force in direction of wind (lb,N)
Q = are density factor, default values = 0.00256
kz = terrain exposure coefficient
V = basic wind speed, 3-s gust wind speed (mph)
Grf = gust response factor (for structure and wire)
Cf = force coefficient
A = projected wind surface area normal to the direction of wind (ft^2)
Most of the factors for the equations are given in the various sections and tables of the publication. However, there is no mention of how the vertical seismic forces are factored into the load cases. There is also a quote that says:
"The vertical ground acceleration used in combination with the horizontal base shear should be 80% of the design horizontal ground acceleration. Friction forces due to the gravity loads shall not be considered to provide resistance to seismic forces."
To my understanding, this is not useful since its talking about ground accelerations and not spectral accelerations.