422
This is because the photon-generated cooling thermal conductivity relies mainly
on photon flux and relativistic thermal state of the photon emission on earth surface,
and the thermal conductivity could be expressed as follows:
I
G I
K T
V
L
s c
I
cool
mo
=
+ ( )
,
(21.8)
T
I
G V
I
K
cool
L
mo
sc
I
=
∗
(
)× +
(
)
,
where I sc is the photonic currents per unit area at 25 °C, K I defines the relativistic
photonic coefficient, T cool is the cooling thermal of the photons, and G is the solar
thermal conductivity per unit area [25, 26].
Heating Mechanism of Earth Surface
To convert cooling-state photon into heating-state photon the local Higgs quantum
field on the surface of earth plane has been used. Thus, I have simulated albanian
local symmetries by implementing Higgs boson electromagnetic field of earth to
create comfortable heat on earth surface once it is needed [27–29]. Simply, due to
the penetration of solar light into the earth surface, it will break the gauge field symmetries of earth plane, and the Goldstone scalar particles would become the longitude modes of the vector Boson [24, 30, 31] where the local symmetries of each
spontaneously break down the particle Τ
α
with respect to gauge field of A x
µ
α
( ). This
Higgs quantum field will begin to form into local U(1)-phase symmetries and will
create heat [32, 33]. Therefore, this mechanism can be comprised of the perplex
scalar fields Φ(x) of electrically charged q coupled with the electromagnetic field
A
μ
(x) that is defined by the below Lagrangian equation:
= −
+
− ( )
∗
∗
1
4
F F
D
D
V
µν
µν
µ
µ
Φ
Φ
Φ Φ ,
(21.9)
where
D
x
x iqA x
x
µ
µ
µ
Φ
Φ
Φ
( ) = ∂ ( )+
( ) ( ),
D
x
x iqA x
x
µ
µ
µ
Φ
Φ
Φ
∗
∗
∗
( ) = ∂ ( )−
( ) ( ),
(21.10)
and
V
m
Φ Φ
Φ Φ
Φ Φ
∗
∗
∗
( ) = ( ) + ( )
λ
2
2
2
.
(21.11)
21 Climate Control
This is because the photon-generated cooling thermal conductivity relies mainly
on photon flux and relativistic thermal state of the photon emission on earth surface,
and the thermal conductivity could be expressed as follows:
I
G I
K T
V
L
s c
I
cool
mo
=
+ ( )
,
(21.8)
T
I
G V
I
K
cool
L
mo
sc
I
=
∗
(
)× +
(
)
,
where I sc is the photonic currents per unit area at 25 °C, K I defines the relativistic
photonic coefficient, T cool is the cooling thermal of the photons, and G is the solar
thermal conductivity per unit area [25, 26].
Heating Mechanism of Earth Surface
To convert cooling-state photon into heating-state photon the local Higgs quantum
field on the surface of earth plane has been used. Thus, I have simulated albanian
local symmetries by implementing Higgs boson electromagnetic field of earth to
create comfortable heat on earth surface once it is needed [27–29]. Simply, due to
the penetration of solar light into the earth surface, it will break the gauge field symmetries of earth plane, and the Goldstone scalar particles would become the longitude modes of the vector Boson [24, 30, 31] where the local symmetries of each
spontaneously break down the particle Τ
α
with respect to gauge field of A x
µ
α
( ). This
Higgs quantum field will begin to form into local U(1)-phase symmetries and will
create heat [32, 33]. Therefore, this mechanism can be comprised of the perplex
scalar fields Φ(x) of electrically charged q coupled with the electromagnetic field
A
μ
(x) that is defined by the below Lagrangian equation:
= −
+
− ( )
∗
∗
1
4
F F
D
D
V
µν
µν
µ
µ
Φ
Φ
Φ Φ ,
(21.9)
where
D
x
x iqA x
x
µ
µ
µ
Φ
Φ
Φ
( ) = ∂ ( )+
( ) ( ),
D
x
x iqA x
x
µ
µ
µ
Φ
Φ
Φ
∗
∗
∗
( ) = ∂ ( )−
( ) ( ),
(21.10)
and
V
m
Φ Φ
Φ Φ
Φ Φ
∗
∗
∗
( ) = ( ) + ( )
λ
2
2
2
.
(21.11)
21 Climate Control