Find the corresponding equation for the complex transverse modulus

The transverse relaxation modulus of an orthotropic lamina is defined as E2(t) = Ae−t over the time interval 0 ≤ t ≤ ∞ and E2(t) = 0 for all other times t, where A is a constant. Find the corresponding equation for the complex transverse modulus,E E 2 2 E2 * () () ω ω = ′ + i ′′( ) ω , where E (′ 2 ω) is the transverse storage modulus, E2 ” ( ) ω is the transverse loss modulus, and ω is the frequency in radians per second.

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