The Quantum of Mass, The Quantum of Time and The Quantum of Length



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Topic: Science > Physics
User: ""
Date: 17 Oct 2007 04:55:10 PM
Object: The Quantum of Mass, The Quantum of Time and The Quantum of Length
THE FUNDAMENTAL QUANTUM-COSMOLOGICAL QUANTITIES.
By Louis Nielsen
Treatise: http://www.rostra.dk/louis
THE QUANTUM OF ENERGY. THE QUANTUM OF MASS.
The actual smallest unit of energy, the 'quantum of energy', E(min) is
given by:
(1) E(min) = h* f(min) = (h/T)
In equation (1) h = 6.63*10^(-34) J*s is Planck's constant. The
minimum frequency f(min) is determined by the actual age T of the
Universe:
(2) f(min) = (1/T)
With the value of the actual age T of the Universe of about T =
4.4*10^17 sec the magnitude of the actual 'quantum of energy' is:
(3) E(min) = 1.5*10^(-51) joule
The 'quantum of energy' corresponds to a 'quantum of mass' m given by:
(4) m = E(min)/(c^2) = 1.7*10^(-68) kg
In equation (4) c = 3*10^8 m/s is the velocity of light.
The 'quantum of mass' is the mass of the 'quantum of matter' a matter-
particle I have given the name Uniton, the actual unit-particle in the
Universe, the true atom.
(You can read more in my treatise).
THE QUANTUM OF TIME AND THE QUANTUM OF LENGTH.
The smallest time-interval, the 'quantum of time' t is given by the
relation:
(5) h*f(max) = (h/t) = M*c^2
In equation (5) M is the total mass of the Universe with a magnitude
of about M = 1.6*10^60 kg (please see my articles).
The greatest frequency f(max) corresponds to the smallest period of
time t which define the 'quantum of time' t. M*c^2 is equal to the
total energy in the Universe.
An interpretation of the relation (5): The maximum frequency f(max)
could be the frequency of the cosmic embryonic matter-quantum (The
Cosmic Embryoton) from which the Universe came into existence?

From (5) wee get for the 'quantum of time' t:

(6) t = h/(M*c^2) = 4.6*10^(-111) sec
The 'quantum of length' d is defined by:
(7) d = c*t = 1.4*10^(-102) meter
All quantum-physical quantities can be defined and derived from the
most basic and fundamental quantum-quantities:
The 'quantum of mass' m, the 'quantum of time' t and the 'quantum of
length' d.
Fundamentally the processes in the Universe are quantum-mechanical and
all physical quantities must be quantized.
You can read more in my treatise.
Best regards
Louis Nielsen
Denmark
http://www.rostra.dk/louis
.

User: "Bill Hobba"

Title: Re: The Quantum of Mass, The Quantum of Time and The Quantum of Length 17 Oct 2007 06:58:30 PM
<Louis_N@edu.herlufsholm.dk> wrote in message
news:1192658110.343909.297980@q5g2000prf.googlegroups.com...


THE FUNDAMENTAL QUANTUM-COSMOLOGICAL QUANTITIES.

By Louis Nielsen
Treatise: http://www.rostra.dk/louis

THE QUANTUM OF ENERGY. THE QUANTUM OF MASS.
The actual smallest unit of energy, the 'quantum of energy', E(min) is
given by:

(1) E(min) = h* f(min) = (h/T)

I again ask you why you keep saying your conjectures are facts? No known
physical laws put a lower limit an amounts of energy. Such is purely a
conjecture on your part.
Bill


In equation (1) h = 6.63*10^(-34) J*s is Planck's constant. The
minimum frequency f(min) is determined by the actual age T of the
Universe:

(2) f(min) = (1/T)

With the value of the actual age T of the Universe of about T =
4.4*10^17 sec the magnitude of the actual 'quantum of energy' is:

(3) E(min) = 1.5*10^(-51) joule

The 'quantum of energy' corresponds to a 'quantum of mass' m given by:

(4) m = E(min)/(c^2) = 1.7*10^(-68) kg

In equation (4) c = 3*10^8 m/s is the velocity of light.

The 'quantum of mass' is the mass of the 'quantum of matter' a matter-
particle I have given the name Uniton, the actual unit-particle in the
Universe, the true atom.
(You can read more in my treatise).

THE QUANTUM OF TIME AND THE QUANTUM OF LENGTH.
The smallest time-interval, the 'quantum of time' t is given by the
relation:

(5) h*f(max) = (h/t) = M*c^2

In equation (5) M is the total mass of the Universe with a magnitude
of about M = 1.6*10^60 kg (please see my articles).
The greatest frequency f(max) corresponds to the smallest period of
time t which define the 'quantum of time' t. M*c^2 is equal to the
total energy in the Universe.

An interpretation of the relation (5): The maximum frequency f(max)
could be the frequency of the cosmic embryonic matter-quantum (The
Cosmic Embryoton) from which the Universe came into existence?

From (5) wee get for the 'quantum of time' t:


(6) t = h/(M*c^2) = 4.6*10^(-111) sec

The 'quantum of length' d is defined by:

(7) d = c*t = 1.4*10^(-102) meter

All quantum-physical quantities can be defined and derived from the
most basic and fundamental quantum-quantities:
The 'quantum of mass' m, the 'quantum of time' t and the 'quantum of
length' d.
Fundamentally the processes in the Universe are quantum-mechanical and
all physical quantities must be quantized.

You can read more in my treatise.

Best regards
Louis Nielsen
Denmark
http://www.rostra.dk/louis

.
User: ""

Title: Re: The Quantum of Mass, The Quantum of Time and The Quantum of Length 18 Oct 2007 03:42:40 PM
On 18 Okt., 01:58, "Bill Hobba" <rubb...@junk.com> wrote:

<Loui...@edu.herlufsholm.dk> wrote in message

news:1192658110.343909.297980@q5g2000prf.googlegroups.com...



THE FUNDAMENTAL QUANTUM-COSMOLOGICAL QUANTITIES.


By Louis Nielsen
Treatise: http://www.rostra.dk/louis


THE QUANTUM OF ENERGY. THE QUANTUM OF MASS.
The actual smallest unit of energy, the 'quantum of energy', E(min) is
given by:


(1) E(min) =3D h* f(min) =3D (h/T)


I again ask you why you keep saying your conjectures are facts? No known
physical laws put a lower limit an amounts of energy. Such is purely a
conjecture on your part.

Bill

Bill,
In my opinion, in principle, there exists a smallest quantum of energy
given by E(min) =3D (h/T) where h is Planck's constant and T is the
actual greatest interval of time equal to the time interval measured
from the Universe came into existence and to now. T is so equal to the
actual age of the Universe.
Best regards
Louis Nielsen
Denmark

In equation (1) h =3D 6.63*10^(-34) J*s is Planck's constant. The
minimum frequency f(min) is determined by the actual age T of the
Universe:


(2) f(min) =3D (1/T)


With the value of the actual age T of the Universe of about T =3D
4.4*10^17 sec the magnitude of the actual 'quantum of energy' is:


(3) E(min) =3D 1.5*10^(-51) joule


The 'quantum of energy' corresponds to a 'quantum of mass' m given by:


(4) m =3D E(min)/(c^2) =3D 1.7*10^(-68) kg


In equation (4) c =3D 3*10^8 m/s is the velocity of light.


The 'quantum of mass' is the mass of the 'quantum of matter' a matter-
particle I have given the name Uniton, the actual unit-particle in the
Universe, the true atom.
(You can read more in my treatise).


THE QUANTUM OF TIME AND THE QUANTUM OF LENGTH.
The smallest time-interval, the 'quantum of time' t is given by the
relation:


(5) h*f(max) =3D (h/t) =3D M*c^2


In equation (5) M is the total mass of the Universe with a magnitude
of about M =3D 1.6*10^60 kg (please see my articles).
The greatest frequency f(max) corresponds to the smallest period of
time t which define the 'quantum of time' t. M*c^2 is equal to the
total energy in the Universe.


An interpretation of the relation (5): The maximum frequency f(max)
could be the frequency of the cosmic embryonic matter-quantum (The
Cosmic Embryoton) from which the Universe came into existence?


From (5) wee get for the 'quantum of time' t:


(6) t =3D h/(M*c^2) =3D 4.6*10^(-111) sec


The 'quantum of length' d is defined by:


(7) d =3D c*t =3D 1.4*10^(-102) meter


All quantum-physical quantities can be defined and derived from the
most basic and fundamental quantum-quantities:
The 'quantum of mass' m, the 'quantum of time' t and the 'quantum of
length' d.
Fundamentally the processes in the Universe are quantum-mechanical and
all physical quantities must be quantized.


You can read more in my treatise.


Best regards
Louis Nielsen
Denmark
http://www.rostra.dk/louis- Skjul tekst i anf=F8rselstegn -


- Vis tekst i anf=F8rselstegn -

.
User: "malibu"

Title: Re: The Quantum of Mass, The Quantum of Time and The Quantum of Length 19 Oct 2007 01:17:23 AM
On Oct 18, 2:42 pm,
wrote:

On 18 Okt., 01:58, "Bill Hobba" <rubb...@junk.com> wrote:



<

> wrote in message


news:1192658110.343909.297980@q5g2000prf.googlegroups.com...


THE FUNDAMENTAL QUANTUM-COSMOLOGICAL QUANTITIES.


By Louis Nielsen
Treatise: http://www.rostra.dk/louis


THE QUANTUM OF ENERGY. THE QUANTUM OF MASS.
The actual smallest unit of energy, the 'quantum of energy', E(min) is
given by:


(1) E(min) =3D h* f(min) =3D (h/T)


I again ask you why you keep saying your conjectures are facts? No kno=

wn

physical laws put a lower limit an amounts of energy. Such is purely a
conjecture on your part.


Bill


Bill,
In my opinion, in principle, there exists a smallest quantum of energy
given by E(min) =3D (h/T) where h is Planck's constant and T is the
actual greatest interval of time equal to the time interval measured
from the Universe came into existence and to now. T is so equal to the
actual age of the Universe.

Best regards
Louis Nielsen
Denmark

In equation (1) h =3D 6.63*10^(-34) J*s is Planck's constant. The
minimum frequency f(min) is determined by the actual age T of the
Universe:


(2) f(min) =3D (1/T)


With the value of the actual age T of the Universe of about T =3D
4.4*10^17 sec the magnitude of the actual 'quantum of energy' is:


(3) E(min) =3D 1.5*10^(-51) joule


The 'quantum of energy' corresponds to a 'quantum of mass' m given by:


(4) m =3D E(min)/(c^2) =3D 1.7*10^(-68) kg


In equation (4) c =3D 3*10^8 m/s is the velocity of light.


The 'quantum of mass' is the mass of the 'quantum of matter' a matter-
particle I have given the name Uniton, the actual unit-particle in the
Universe, the true atom.
(You can read more in my treatise).


THE QUANTUM OF TIME AND THE QUANTUM OF LENGTH.
The smallest time-interval, the 'quantum of time' t is given by the
relation:


(5) h*f(max) =3D (h/t) =3D M*c^2


In equation (5) M is the total mass of the Universe with a magnitude
of about M =3D 1.6*10^60 kg (please see my articles).
The greatest frequency f(max) corresponds to the smallest period of
time t which define the 'quantum of time' t. M*c^2 is equal to the
total energy in the Universe.


An interpretation of the relation (5): The maximum frequency f(max)
could be the frequency of the cosmic embryonic matter-quantum (The
Cosmic Embryoton) from which the Universe came into existence?


From (5) wee get for the 'quantum of time' t:


(6) t =3D h/(M*c^2) =3D 4.6*10^(-111) sec


The 'quantum of length' d is defined by:


(7) d =3D c*t =3D 1.4*10^(-102) meter


All quantum-physical quantities can be defined and derived from the
most basic and fundamental quantum-quantities:
The 'quantum of mass' m, the 'quantum of time' t and the 'quantum of
length' d.
Fundamentally the processes in the Universe are quantum-mechanical and
all physical quantities must be quantized.


You can read more in my treatise.


Best regards
Louis Nielsen
Denmark
http://www.rostra.dk/louis-Skjul tekst i anf=F8rselstegn -


- Vis tekst i anf=F8rselstegn -

what about the quantum
of the quantum?
.




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