NUMBER OF ELECTRONS IN DIFFERENT SHELLS IN MODIFIED
ATOMIC MODEL
NAME OF
SCIENTIST: MUNISHKUMAR.B.CHINNAKAR.
PLACE OF
INVENTIONS: MUNISHKUMAR'S PLACE OF INVENTIONS,NEAR BHAIRI WELL BOYER
STREET(BHOVI STREET),SHORAPUR,KARNATAKA STATE,INDIA.
E-mail:www.MChinnakar@gmail.com.
NUMBER
OF CO-WORKERS : No co-workers.
DATE OF
INVENTION: 22 Dec,2015
DATE
OF ENTRY OF INVENTIONS: 22/12/2015
NUMBER:PAPFMJ/QPP255 /4410
In modified Bohr’s atomic model[1],the first shell uses only two
electrons.In old theory it was assumed as due to two possible spin states like ½
and -1/2 for Electrons.But Electrons are not spinning when they are alone,they
are simply vibrating with their frequencies at rest.The spin state can be
equivalently differentiated as two separate location one at bulging position
and another at non-bulging position.This is the state of Electrons in first
shell.Then a question arises why only two Electrons in first shell.According to
modified method this is due the fact of available volume of Electric field of
influence of Nucleus in first shell after the balance by radiation pressure
effect.Such a available volume is just a Ellipsoidal shell within Ellispoidal field of
Nucleus.This volume is 1x10^-36m^3.The volume of Electron’s field of influence
is 2.378x10^-36m^3.The ratio like 2.378x10^-36/1x10^-36m^3=2.378=two Electrons
in the shell n=1.Here without spin state this modified model gives a meaning
for Pauli’s exclusion principle’s consequences.
Next comes n=2,here there is a possibility of occupation of two
electrons near the two edges of semiminor axis.This position can be considered
as s orbital.next p orbital positions can be considered near by semimajor axis.In
case of n=2,s takes 2 electrons and p takes 6 electrons,thus atotal of 8
Electrons.This is can be proved using volume available. volume of Electric
field of influence of Nucleus in second shell after the balance by radiation
pressure effect.Such a available volume is just a Ellipsoidal shell within Ellispoidal field of
Nucleus and is 0.081x10^-36m^3. The volume of Electron’s field of influence is0.6567x10^-36m^3.Their
ratio gives 0.6567x10^-36m^3/0.081x10^-36m^3=8.107=eight electrons.Like this
way according to n=1,2,3,4,5,6,7 number of electrons varies near semiminor
axis(s orbits) and other positions like p,d,f orbitals
From the above it is clear that quantization(n) of energy of
electrons is related to energy of field of Nucleus via available volume of
electric field of nucleus with the consideration of radiation pressure of
different electrons.This is because I used n in case of radii calculation which
is used in available volume calculations
REFERENCES
[1]IN
THE MODIFIED ATOMIC MODEL, BY
MUNSIHKUMAR.B.CHINNAKAR PUBLISHED IN HIS ONLINE JOURNAL OF PARTICLE
ASTROPHYSICS/ASTROSCIENCE /BLOGGER/SITE IN GOOGLE DATED 20,21/12/2015
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