35
where I sc denotes the current at 25 °C and KW/m
2
, K I denotes earth surface coefficient factor, T ref denotes the optimum temperature, and G denotes the solar energy
in mW/m
2
[30, 54].
Finally, the electricity energy generation around the earth surface has been computed in order to confirm the net emitted photon utilization by integrating local
Albanian electric fields; thus, the global U(1) gauge field will allow to add a mass
term of the functional particle of ∅
′
→ e
iα(x)
∅. It is then further clarified by explaining the variable derivative of transformation law of scalar field using the following
equation [12, 51]:
w o
w
>
@
w
c
P
P
P
P
P
P
P
P
D
D
i eA
A
A e
A
covariant derivatives
derivati
1
v ves
ª ¬
º ¼
(2.47)
Here, the global U(1) gauge denotes the invariant local Albanian for a complex
scalar field which is further expressed as
(2.48)
The term
1
4
F F
v
v
µ
µ is the dynamic term for the gauge field of the earth surface
and V(∅) denotes the extra term in the local Albanian which is
V(∅
∗
∅) = μ
2
(∅
∗
∅) + λ (∅
∗
∅)
2
.
Therefore, the generation of local Albanian (ɧ) under the perturbational function
of the quantum field of the earth surface has been confirmed by the calculation of
mass scalar particles ϕ 1 and ϕ 2 along with a mass variable of μ. In this condition
μ
2
< 0 had an infinite number of quantum which is clarified by I I
P O
1
2
2
2
2
2
/
v
and the ɧ through the variable derivatives using further shifted fields η and ξ defined
the quantum field as I
X K
[
0
1
2
ª ¬
º ¼
i .
(2.49)
Thus, this expanding term in the ɧ associated to the scalar field of the earth surface suggests that the net earth surface field is prepared to initiate the net electricity
energy generation into its quantum field of induced photon energy, respectively, at
the normal, normalized, and normal modes [1, 17].
To determine this electricity energy, hereby, a non-variable function of ready
dynamics has been implemented for the calculation of M S 0
> @ to confirm the
expected value of S 0 considering the earth surface [32, 51]. Thus, the corrective
functional asymptotic formulas are used as follows:
M
S
S
S
S
S
S
s
S
0
0
0
0
0
2
0
1
0
2
4
2
4
4
2
9
3
4
9
8
> @
§
©
¨
·
ln
ln
ln
ln
¹ ¹
¸
S 0 1
(2.50)
Results and Discussion
where I sc denotes the current at 25 °C and KW/m
2
, K I denotes earth surface coefficient factor, T ref denotes the optimum temperature, and G denotes the solar energy
in mW/m
2
[30, 54].
Finally, the electricity energy generation around the earth surface has been computed in order to confirm the net emitted photon utilization by integrating local
Albanian electric fields; thus, the global U(1) gauge field will allow to add a mass
term of the functional particle of ∅
′
→ e
iα(x)
∅. It is then further clarified by explaining the variable derivative of transformation law of scalar field using the following
equation [12, 51]:
w o
w
>
@
w
c
P
P
P
P
P
P
P
P
D
D
i eA
A
A e
A
covariant derivatives
derivati
1
v ves
ª ¬
º ¼
(2.47)
Here, the global U(1) gauge denotes the invariant local Albanian for a complex
scalar field which is further expressed as
(2.48)
The term
1
4
F F
v
v
µ
µ is the dynamic term for the gauge field of the earth surface
and V(∅) denotes the extra term in the local Albanian which is
V(∅
∗
∅) = μ
2
(∅
∗
∅) + λ (∅
∗
∅)
2
.
Therefore, the generation of local Albanian (ɧ) under the perturbational function
of the quantum field of the earth surface has been confirmed by the calculation of
mass scalar particles ϕ 1 and ϕ 2 along with a mass variable of μ. In this condition
μ
2
< 0 had an infinite number of quantum which is clarified by I I
P O
1
2
2
2
2
2
/
v
and the ɧ through the variable derivatives using further shifted fields η and ξ defined
the quantum field as I
X K
[
0
1
2
ª ¬
º ¼
i .
(2.49)
Thus, this expanding term in the ɧ associated to the scalar field of the earth surface suggests that the net earth surface field is prepared to initiate the net electricity
energy generation into its quantum field of induced photon energy, respectively, at
the normal, normalized, and normal modes [1, 17].
To determine this electricity energy, hereby, a non-variable function of ready
dynamics has been implemented for the calculation of M S 0
> @ to confirm the
expected value of S 0 considering the earth surface [32, 51]. Thus, the corrective
functional asymptotic formulas are used as follows:
M
S
S
S
S
S
S
s
S
0
0
0
0
0
2
0
1
0
2
4
2
4
4
2
9
3
4
9
8
> @
§
©
¨
·
ln
ln
ln
ln
¹ ¹
¸
S 0 1
(2.50)
Results and Discussion