In that "Planck Lambda" thread I just checked that in these units the cosmological constant and the dark energy density have the same numerical value, which is convenient. You only have to remember one number. And the number is essentially just E-120 which is comparatively easy to remember. I tried visualizing the dark energy density as E-10 calorie in a pace-size box.
It is also one tenth calorie in a half-mile cube.
figure it this way my fat old Webster's says a traditional regulation "pace" is 30 inches (a "Roman" pace is two steps, twice that, but this is our kind) so "pacing off" some distance is counting steps and 1000 paces is HALF A MILE. Now in these natural units a pace of 81 centimeters or 32 inches is E34.
a half mile is E37
so the halfmile cube volume is E37 x E37 x E37 = E111
and the dark energy density, being E-120, can be written
so in a halfmile cube the amount of dark energy is E-9, one billionth of a natural unit of energy.
We already played around with this natural unit of energy and discovered that it is 100 million calories (roughly, close enough anyway) and a calorie is E-8 of the natural unit.
so E-9 is one tenth of a calorie, which is the amount of darkness in this halfmile cube
Well, since we all eat calories (actually we measure food in food Calories which are kilocalories, but yeah we sort of know calories) we have a direct handle on the "observed" dark energy density.
I dont believe dark energy exists. It could, maybe it will be proven, but I am skeptical and I cant accept it based on evidence to date. What I have more confidence about is Lambda, the cosmological constant, which is a CURVATURE.
that curvature might or might not be produced by some uniformly distributed form of energy called dark energy. maybe it is not the effect of any stuff, maybe it is just an intrinsic curvature that the world has, for some other reason. I am skeptical about postulating an impalpable energy to attribute the curvature to.
curvature is the reciprocal of area.
let's look at Lambda directly. What is the area that is the reciprocal of E-120 natural units of curvature?