Showing posts with label units. Show all posts
Showing posts with label units. Show all posts
Friday, January 17, 2020
The Units For The i*PI(del) Action
The expression (in units) that is here to be utilized, for the physical representation of the "i*PI(del) Action" -- is in terms of an extremely small number times the units of Coulumbs*Seconds. Sam Roach.
Posted by
samsphysicsworld
at
5:07 AM
0
comments
Labels:
Coulumbs,
i*Pi(del) Action,
number,
physical representation,
seconds,
units
Sunday, September 2, 2018
Clarifying An Accidentally Confusing Point
In one of my recent posts -- I have a term in one of my equations, that refers to the mathematical entity -- that is actually:
(1/(e^(del(Ricci Flow)))).
Since this is the reciprocal of: (e^(del(Ricci Flow))), it is to work to bear units of s^2/m^2,
instead of working to bear units of m^2/s^2.
Yet -- in terms of the Scalar Amplitude of this said mathematical entity, the "amount" of magnitude that is here to be in terms of the said "s^2/m^2" is to be equivalent to the Scalar Amplitude of:
(e^(Ricci Flow)*((e^(Ricci Flow)^2)-1)^.5), -- Even Though the literal units that are to Actually directly appertain to "(e^(Ricci Flow)*((e^(Ricci Flow)^2)-1)^.5, would be, if literally taken as I have just mentioned, -- to actually be in terms of "m^2/s^2."
This is, in part, because -- we are Not taking the value of (1/(e^(Ricci Flow))),
we are Instead taking the VALUE of (1/(e^(del(Ricci Flow))).
Sorry for not clarifying this earlier, I like things to be clear instead of being confusing.
I will continue with the suspense later! To Be Continued! Sincerely, Samuel David Roach.
(1/(e^(del(Ricci Flow)))).
Since this is the reciprocal of: (e^(del(Ricci Flow))), it is to work to bear units of s^2/m^2,
instead of working to bear units of m^2/s^2.
Yet -- in terms of the Scalar Amplitude of this said mathematical entity, the "amount" of magnitude that is here to be in terms of the said "s^2/m^2" is to be equivalent to the Scalar Amplitude of:
(e^(Ricci Flow)*((e^(Ricci Flow)^2)-1)^.5), -- Even Though the literal units that are to Actually directly appertain to "(e^(Ricci Flow)*((e^(Ricci Flow)^2)-1)^.5, would be, if literally taken as I have just mentioned, -- to actually be in terms of "m^2/s^2."
This is, in part, because -- we are Not taking the value of (1/(e^(Ricci Flow))),
we are Instead taking the VALUE of (1/(e^(del(Ricci Flow))).
Sorry for not clarifying this earlier, I like things to be clear instead of being confusing.
I will continue with the suspense later! To Be Continued! Sincerely, Samuel David Roach.
Posted by
samsphysicsworld
at
7:38 AM
0
comments
Labels:
Ricci Flow,
scalar amplitude,
scalar magnitude,
units
Subscribe to:
Posts (Atom)