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Learn about atomic mass units, isotopes of hydrogen (protium, deuterium, tritium), calculation of atomic mass for elements like chlorine and boron, and concepts of mass defect in atomic nuclei. Discover why atomic mass is not always a whole number.
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ATOMIC MASS • amu = atomic mass unit • If atomic mass is determined by the number of p+ and e–, why isn’t it a whole number? • Most elements occur as a mixture of two or more isotopes.
ISOTOPES OF HYDROGEN name abundance n0 hydrogen-1 protium 99.98% 0 hydrogen-2 deuterium 0.0156% 1 hydrogen-3 tritium trace amounts 2 all have 1 p+ and 1 e–
DEUTERIUM (D) • D2O is called heavy water • concentrated with n0 during slow electrolysis of water • has greater density and higher boiling point than H2O • not radioactive
TRITIUM (T) • formed continuously in upper atmosphere in nuclear rxns by cosmic rays • radioactive – decays spontaneously
ATOMIC MASS atomic mass of an element = weighted average of the atoms in a naturally-occurring sample of the element
CALCULATION OFATOMIC MASS must know three values: • the number of stable isotopes of the element • the mass of each isotope • the natural percent abundance of each isotope
CALCULATION OFATOMIC MASS Calculate the atomic mass of chlorine. Two isotopes: • Cl-35 (34.97) Cl-37(36.97) 75.77% 24.23% atomic mass = 0.7577(34.97) + 0.2423(36.97) = 35.45 amu
CALCULATION OFATOMIC MASS Calculate the atomic mass of boron. Two isotopes: • boron-10 (10.01) boron-11(11.01) 19.9% 80.1% atomic mass:
MASS DEFECT – MISSING MASS? • Add the masses of particles that make up an atom; the sum is always larger than actual atomic mass. • The missing mass is the matter converted into energy when the nucleus was formed from its component protons and neutrons.
MASS DEFECT Calculate mass defect of chlorine-35: • actual mass is 5.81 x 10-23 grams • e– = 9.11 x 10-28 g • p+ = 1.67 x 10-24 g • n0 = 1.67 x 10-24 g