On 20 Feb, 17:49, Weatherlawyer wrote:

Hmmm... I think I need to find a value for singularities.

[The term 'singularity' was apparently coined (according to HH Lamb)
by A. Schmauss in Berlin in 1938.

In an article entitled "Synoptische
Singularitäten", Schmauss demonstrated that the curves (in graphical
terms) of meteorological elements (such as temperature), show singular
points in the mathematical sense (dy/dx=0), and apparently the name
came quickly into use for this reason.]

http://weatherfaqs.org.uk/node/179

I wonder if the maths works out dissimilar to anything Schauss
demonstrated, the value will be called McNeil number. I'll settle for
Mac number.

The value has to be more or less the same as for Tropical storms and
Large magnitude earthquakes.

All you have to do is assign every storm and earthquake extant at any
point of the continuum and the equation is the value missing from the
finished number.

Seems pretty straightforward to me.

Except for landslides ardent nuee and hmmmm....
Not so easy...

I'll get back to you.

What sort of power do gravity wavess and storms and the like have?