Types of Nuclei - Isotopes, Isobars, Isotones, Mirror Nuclei, Isoelectronic Species, Isodiaphers


Characteristics of different types of  Nuclei is as follows:

Isotopes

  • Same Atomic Number(Z)
  • Same number of electrons
  • Same number of Protons
  • Different Mass Numbers
  • Different number of Neutrons
  • Same chemical properties
  • Different Physical Properties
  • Belong to same element
eg: 1H1  ,  1H2 , 1H3


Isobars

  • Different Atomic Number(Z)
  • Different number of electrons
  • Different number of Protons
  • Same Mass Number
  • Different number of Neutrons
  • Different chemical properties
  • Different Physical Properties
  • Belong to different elements
eg: 6C14  ,  7N148O14

Isotones

  • Different Atomic Number(Z)
  • Different number of electrons
  • Different number of Protons
  • Different Mass Number
  • Same number of Neutrons
  • Different Chemical Properties
  • Different Physical Properties
  • Belong to different elements
eg: 16S36  ,  17Cl37

Mirror Nuclei

  • Different Atomic Number(Z)
  • Different number of electrons
  • Different number of Protons
  • Same Mass Number
  • Different number of Neutrons
  • Neutrons and Protons are interchanged 

Isoelectronic Species

Species having equal number of electrons.

Isodiaphers

Nuclides having the same difference between Protons & Neutrons

  • Different Atomic Number(Z)
  • Different number of electrons
  • Different number of Protons(P)
  • Different Mass Number(A)
  • Different number of Neutrons(N)
  • Same (P-N)

eg: 92U238  90Th234

Comparison between "Series" & "Parallel" Combination of Inductors

 Let L1 & L2 are inductance of two Inductors. Ls is series inductance and Lp is parallel inductance for the two Inductors. M is "Mutual inductance".


SERIES COMBINATION

PARALLEL COMBINATION

Ls = L1 +L2

 

If both coils are placed close to each other,

Ls = L1 +L2 ± 2M

Lp = L1L2/L1 +L2

 

If both coils are placed close to each other,

Ls = L1L2 – M2

 

 

If ‘n’ coils of equal inductance ‘L’ are put in series, then Ls = nL

If ‘n’ coils of equal inductance ‘L’ are put in series, then Lp = L/n

 

 

Ls/Lp = n2

Lp/Ls =1/ n2

 

 

Voltage ‘V’ is divided

Voltage ‘V’ is not divided