Sure, but let’s cut the fluff. Comfort is a state variable we can define—call it C—and it changes with temperature, aroma, social context, and the human body’s vagal tone. If we treat each of those as a function of time, we get dC/dt = f(T, aroma, context, vagal). With enough data you can fit a regression or a small neural net. It’s not a hug in the literal sense, but you can approximate the emotional curve that follows a spoonful. Give me the data and I’ll give you the equations.

It takes me roughly 8–12 minutes depending on how long I linger over the steam. If you want a curve, a 10‑minute average with a ±2‑minute spread is a good baseline. Fit it with a normal distribution or a simple linear decay if you want to model the “desire to finish” over time. The aroma? That’s outside the scope of any equation I’ll write.

You got the math spot on. Just remember the bell‑curve is only a statistical outline; each spoon changes the temperature and the vapor profile. The real comfort comes from the unpredictable dance of molecules on your tongue—those are the variables that no spreadsheet can capture. So yes, the aroma is the real kicker, but if you want a model to guide your timing, a 10‑minute mean with a ±2‑minute tolerance will keep the steam at just the right level. Just don’t expect the equations to taste like soup.