Lofted surface from damped sine wave formula?

Hi,

I’m trying to create a ceiling which is a lofted surface between an array of damped sine waves. The waves should each be in completely opposite phase to the previous one, but the dampening effect should be in the same direction and peter out into a flat plane

My question is how to get the damped sine equation into the formula node

Damped Sine Wave: Definition, Example, Formula - Calculus How To.

Thanks.

maybe this helps

Very cool. To give a bit more of an idea of my situation, see the attached image. I’m creating a new ceiling in an existing space with a weird shape.

This baffle wave ceiling is the driver. This should be spanning north-south in the long, east-west corridor. But where the big central space happens, that baffle sine wave should peter out into the big central ceiling. Hence the dampened effect. So I’m figuring 2 -3 peaks in the corridor width, spaced evenly apart. So maybe every 5 feet or so. With an amplitude of about 1 foot. And dampening at the central space in 2 or 3 additional waves. So my final result is not a square, or any sort of regular shape. It will be a Boolean cutout of the waves to fit this bizarre hallway.