# Finding the 3D-model of a function that is rotated around the x-axis

How can I find the 3D model that is created by revolving the function:

(5 E^(-(2/    5) (6000 + t)) (6 Sqrt[11]      E^2376 (-1 + E^24) Cos[(6 Sqrt[11] t)/      5] + (-2 + E^2376 + E^2400) Sin[(6 Sqrt[11] t)/5]))/(3 Sqrt[11])

Around the x-axis from $$t=0$$ untill $$t=7$$?