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Important Formulas: Physical Chemistry

Atomic Structure

Estimation of closest distance of approach (derivation) of α-particle : Atomic Structure

The radius of a nucleus : R = R0 (A)1/3 cm

Planck's Quantum Theory : Energy of one photon = hv = (hc/λ)

Photoelectric Effect: Atomic Structure

Bohr's Model for Hydrogen like atoms :

  1. mvr = n(h/2π) (Quantization of angular momentum) 
  2. Bohr`s Model for Hydrogen like atoms :
  3. Bohr`s Model for Hydrogen like atoms :
  4. Bohr`s Model for Hydrogen like atoms :

De-Broglie wavelength :

De-Broglie wavelength :

Wavelength of emitted photon :

Wavelength of emitted photon :

No. of photons emitted by a sample of H atom :

No. of photons emitted by a sample of H atom :

Heisenberg's uncertainty principle:

Heisenberg`s uncertainty principle:

Or

Heisenberg`s uncertainty principle:

Or

Heisenberg`s uncertainty principle:

Quantum Numbers:

  • Principal quantum number (n) = 1,2, 3, 4 .... to∞.
  • Orbital angular momentum of electron in any orbit = nh/2π.
  • Azimuthal quantum number (l) = 0 , 1 .... to (n - 1).
  • Number of orbitals in a subshell = 2l + 1
  • Maximum number of electrons in particular subshell = 2x (2l+ 1)
  • Orbital angular momentum L = Quantum Numbers: Quantum Numbers:

Stoichiometry

  • Relative atomic mass (R.A.M)= Stoichiometry Total Number of nucleons
  • Y-map

Stoichiometry

Density:

Density:

For gases:

Absolute density (mass/volume) = For gases:

Vapour density For gases:

Mgas = 2 V.D.

Mole-mole analysis:

Mole-mole analysis:

Concentration terms:

Molarity (M):

Concentration terms:

Molality (m):

Concentration terms:

Mole fraction (x):

∴ Mole fraction of solution (x1) =Concentration terms: ∴ Mole fraction of solvent (x2) = 

Concentration terms:

% Calculation:

Concentration terms:

Derive the following conversion:

  1. Mole fraction of solute into molarity of solution M =Derive the following conversion:
  2. Molarity into mole fraction x2 = Derive the following conversion:
  3. Mole fraction into molality m = Derive the following conversion:
  4. Molality into mole fraction x2 = Derive the following conversion:
  5. Molality into molarity M = Derive the following conversion:
  6. Molarity into Molality m = Derive the following conversion:

M1 and M2 are molar masses of solvent and solute, ρ is density of solution (gm/mL) 

M = Molarity (mole/lit.), m = Molality (mole/kg), x1 = Mole fraction of solvent, x2 = Mole fraction of solute

Average/Mean atomic mass:

Average/Mean atomic mass:

Mean molar mass or molecular mass:

Mean molar mass or molecular mass:

Calculation of individual oxidation number :

Oxidation Number = number of electrons in the valence shell - number of electrons left after bonding

Concept of Equivalent weight/Mass:

For elements, equivalent weight (E) = 

Concept of Equivalent weight/Mass:

Concept of Equivalent weight/Mass:

Equivalent weight (E) = Concept of Equivalent weight/Mass: (v.f. = valency factor)

Concept of number of equivalents:

No. of equivalents of solute = Concept of number of equivalents:

No. of equivalents of solute = No. of moles of solute x v.f.

Normality (N): 

Normality (N): 

Normality = Molarity x v.f.

Calculation of valency Factor:

  • n-factor of an acid = basicity = number of H+ ions furnished per molecule of the acid in the reaction considered.
  • n-factor of a base = acidity = number of OH- ions furnished per molecule of the base in the reaction considered.

At equivalence point:

At equivalence point:

Volume strength of H2O2:

20V H2O2 means one litre of this sample of H2O2 on decomposition gives 20 It. of O2 gas at S.T.P.

Volume strength of H2O2:

Measurement of Hardness:

Measurement of Hardness:

Calculation of available chlorine from a sample of bleaching powder :

Calculation of available chlorine from a sample of bleaching powder : where x = molarity of hypo solution and v = mL. of hypo solution used in titration.

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FAQs on Important Formulas: Physical Chemistry

1. What is the structure of an atom?
Ans. An atom consists of a nucleus containing protons and neutrons, surrounded by electrons that occupy defined energy levels or orbitals. Protons carry a positive charge, neutrons are neutral, and electrons have a negative charge. The arrangement of these subatomic particles determines the chemical properties of the element.
2. How does stoichiometry relate to chemical reactions?
Ans. Stoichiometry is the calculation of reactants and products in chemical reactions. It is based on the conservation of mass and the molar ratios of substances involved in a reaction. By using balanced chemical equations, one can determine the amount of reactants needed or products formed, allowing for precise calculations in laboratory settings.
3. What are some important formulas in physical chemistry?
Ans. Important formulas in physical chemistry include the Ideal Gas Law (PV=nRT), which relates pressure (P), volume (V), number of moles (n), the gas constant (R), and temperature (T); the Gibbs free energy equation (ΔG=ΔH-TΔS), which determines spontaneity; and the Arrhenius equation (k=Ae^(-Ea/RT)), which relates the rate constant (k) to temperature and activation energy (Ea).
4. What is the significance of molar mass in stoichiometry?
Ans. Molar mass is the mass of one mole of a substance and is crucial in stoichiometry as it allows chemists to convert between grams and moles. Knowing the molar mass helps in accurately measuring reactants and predicting the amounts of products formed in chemical reactions, ensuring that reactions are carried out with the correct proportions.
5. How do isotopes affect atomic structure?
Ans. Isotopes are variants of the same element that have the same number of protons but different numbers of neutrons, leading to different atomic masses. The presence of isotopes can affect the stability and behaviour of an atom, influencing nuclear reactions and the element's applications in fields such as medicine and archaeology through techniques like radiocarbon dating.
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