113
[37–39]. Simply, the sunlight is clarified as the motion of the photon flux considering the first function of the fundamental solar thermal energy and antireflective
coating of solar cells is then considered as the second function of the solar cells’
photoelectro- physics [40–42]. The combination of the two functions is conducted
by solar quantum dynamics which is considered the most acceptable quantum
technology in modern physics to trap the solar electricity [9, 43, 44]. This is
because this active PV panel can emit solar irradiance accurately at a given temperature of approximately 700 °C where the energy density of the solar radiation
can be calculated by using the maximum solar energy formation from a single
photon excitation at a rate of 1.4 eV with an energy value of 27.77 MW/m
2
eV
(Fig. 6.4).
Electrostatic Force Generation
To trap the cloud from air, a model is implemented to form Hossain static electric
force (HSEF = ɧ) by installing friction-oriented insulator tank to tug down the cloud
water into the tank on a building roof [45, 46]. To create HSEF into the insulator
tank, albanian local symmetries have been calculation by using MATLAB software
with respect to the gauge field symmetrical scalar quantity at the mode functional
vector [47, 48]. Therefore, the photon particle will functionally act as the dynamic
particle Τ
α
at the symmetrical array by initiating the gauge field of A x
P
D
and then
the HSEF will subsequently be started to activate a local U(1)-phase symmetry to
deliver static electricity force [48, 50]. Thus, the model will be considered as a complex vector field of Φ(x) where static electric charge q will couple with the EM field
of A
μ
(x) and the equation can be expressed by ɧ:
(6.17)
where
D
x
x iqA x
x
P
P
P
)
)
)
w
D
x
x iqA x
x
P
P
P
)
)
)
w
(6.18)
and
V
m
) )
) )
) )
O
2
2
2
(6.19)
Here >0 m
2
< 0; therefore Φ = 0 is a local optimum vector quantity, while the
minimum form of degenerated scalar circle is clarified as )
v
i
2
e
T :
Design of PV Panel
[37–39]. Simply, the sunlight is clarified as the motion of the photon flux considering the first function of the fundamental solar thermal energy and antireflective
coating of solar cells is then considered as the second function of the solar cells’
photoelectro- physics [40–42]. The combination of the two functions is conducted
by solar quantum dynamics which is considered the most acceptable quantum
technology in modern physics to trap the solar electricity [9, 43, 44]. This is
because this active PV panel can emit solar irradiance accurately at a given temperature of approximately 700 °C where the energy density of the solar radiation
can be calculated by using the maximum solar energy formation from a single
photon excitation at a rate of 1.4 eV with an energy value of 27.77 MW/m
2
eV
(Fig. 6.4).
Electrostatic Force Generation
To trap the cloud from air, a model is implemented to form Hossain static electric
force (HSEF = ɧ) by installing friction-oriented insulator tank to tug down the cloud
water into the tank on a building roof [45, 46]. To create HSEF into the insulator
tank, albanian local symmetries have been calculation by using MATLAB software
with respect to the gauge field symmetrical scalar quantity at the mode functional
vector [47, 48]. Therefore, the photon particle will functionally act as the dynamic
particle Τ
α
at the symmetrical array by initiating the gauge field of A x
P
D
and then
the HSEF will subsequently be started to activate a local U(1)-phase symmetry to
deliver static electricity force [48, 50]. Thus, the model will be considered as a complex vector field of Φ(x) where static electric charge q will couple with the EM field
of A
μ
(x) and the equation can be expressed by ɧ:
(6.17)
where
D
x
x iqA x
x
P
P
P
)
)
)
w
D
x
x iqA x
x
P
P
P
)
)
)
w
(6.18)
and
V
m
) )
) )
) )
O
2
2
2
(6.19)
Here >0 m
2
< 0; therefore Φ = 0 is a local optimum vector quantity, while the
minimum form of degenerated scalar circle is clarified as )
v
i
2
e
T :
Design of PV Panel