- Also called:
- relative atomic mass
atomic weight
-
What is atomic weight?
Atomic weight, also known as atomic mass, refers to the mass of an atom, typically expressed in atomic mass units. It is the average mass of an element's atom as it occurs in nature.
Early in the 19th century, the rapid advancement of analytical chemistry led to a greater understanding of the physical and chemical properties of elements and compounds. J.W. Dƶbereiner noted in 1817 that the combining weight (atomic weight) of strontium fell midway between calcium and barium. Later, others expanded on this idea to include other elements such as halogens and alkali metals.
The exact atomic weight of an element has limited significance regarding its position in the periodic table because isotopes of each element have the same atomic number but varying atomic weights. The chemical properties of an element's isotopes are largely the same, and all isotopes occupy the same position in the periodic table despite differences in atomic weight. The atomic weight of an element is determined using large numbers of atoms containing the natural distribution of isotopes; thus, it represents the average isotopic weight of the atoms that make up the sample.
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How is atomic weight different from atomic number?
The atomic number and the atomic weight are properties of chemical elements, but they describe different aspects of an atom. The atomic number of an element is the number of protons in the nucleus of its atom, which determines its position on the periodic table. The atomic weight is the average mass of an atom of an element, considering the relative abundance of its isotopes, compared to a standard (1/12 the mass of carbon-12). Isotopes are atoms with the same atomic number but different numbers of neutrons, hence different atomic weights.
In essence, the atomic number is a unique identifier for an element, while the atomic weight reflects the average mass of its atoms in a naturally occurring sample.
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Why do some elements have non-whole number atomic weights?
Atomic weights are not always whole numbers because they represent the average mass of an element's atoms, considering the relative abundance of its isotopes. Isotopes are forms of an element with the same number of protons but varying numbers of neutrons, leading to different atomic masses.
The atomic weight is calculated from a large number of atoms containing the natural distribution of isotopes; therefore, it represents the average isotopic weight of the atoms constituting the sample. Since chemical reactions occur based on numerical relationships between atoms, chemists use atomic weights in calculations to measure reactants and products by weighing.
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How is atomic weight calculated using isotopes?
The atomic weight of an element is the average mass of its atoms, considering the relative abundance of its isotopes in nature. Isotopes are atoms of the same element with the same atomic number but different numbers of neutrons, leading to different atomic masses.
To calculate atomic weight, you multiply the mass of each isotope by its natural abundance (expressed as a decimal), then sum the results:
[
\text{Atomic Weight} = \sum (\text{Isotope Mass} \times \text{Abundance})
]For example, if an element has two isotopes, one with a mass of 10 amu and an abundance of 80% (0.80), and another with a mass of 11 amu and an abundance of 20% (0.20), the atomic weight would be:
[
(10 \times 0.80) + (11 \times 0.20) = 8 + 2.2 = 10.2 \text{ amu}
]This weighted average reflects the actual distribution of isotopes in a naturally occurring sample of the element.
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Why is atomic weight important in chemical reactions?
Atomic weight, or the average mass of an element's atom in atomic mass units, is critical in chemistry because it helps determine the molar mass of substances. The molar mass is the mass of one mole of that substance. A mole is a standard scientific unit for measuring large quantities of small entities such as atoms or molecules.
Knowing the atomic weights allows chemists to predict the quantitative weight relationships in chemical reactions, ensuring accurate calculations for combining ratios and yields. Atomic weight also facilitates the identification of elements and the understanding of their properties. The atomic hypothesis is usually credited to Greek philosopher Democritus, who considered all matter to be composed of atoms of the four elementsāearth, air, fire, and water.
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How have scientists determined atomic weights accurately over time?
Initially, scientists like John Dalton measured atomic masses based on how elements combined with each other, but these measurements were crude. The discovery of isotopes necessitated more accurate methods for determining atomic weights.
Mass spectrometry emerged as a crucial tool, enabling scientists to determine isotopic masses with high precision. Frederick Soddy demonstrated that elements could have different atomic weights (isotopes) but possess identical chemical properties. Francis William Aston's mass spectrograph unambiguously confirmed isotopes in stable elements.
Today, the mass unit is defined by setting the mass of carbon-12 at exactly 12 atomic mass units (amu), and mass spectroscopy continues to be used in combination with nuclear physics to determine isotopic masses accurately.
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atomic weight, ratio of the average mass of a chemical elementās atoms to some standard. Since 1961 the standard unit of atomic mass has been one-twelfth the mass of an atom of the isotope carbon-12. An isotope is one of two or more species of atoms of the same chemical element that have different atomic mass numbers (protons + neutrons). The atomic weight of helium is 4.002602, the average that reflects the typical ratio of natural abundances of its isotopes. Atomic weight is measured in atomic mass units (amu), also called daltons. See below for a list of chemical elements and their atomic weights.
The concept of atomic weight is fundamental to chemistry, because most chemical reactions take place in accordance with simple numerical relationships among atoms. Since it is almost always impossible to count the atoms involved directly, chemists measure reactants and products by weighing and reach their conclusions through calculations involving atomic weights. The quest to determine the atomic weights of elements occupied the greatest chemists of the 19th and early 20th centuries. Their careful experimental work became the key to chemical science and technology.
Reliable values for atomic weights serve an important purpose in a quite different way when chemical commodities are bought and sold on the basis of the content of one or more specified constituents. The ores of expensive metals such as chromium or tantalum and the industrial chemical soda ash are examples. The content of the specified constituent must be determined by quantitative analysis. The computed worth of the material depends on the atomic weights used in the calculations.
The original standard of atomic weight, established in the 19th century, was hydrogen, with a value of 1. From about 1900 until 1961, oxygen was used as the reference standard, with an assigned value of 16. The unit of atomic mass was thereby defined as 1/16 the mass of an oxygen atom. In 1929 it was discovered that natural oxygen contains small amounts of two isotopes slightly heavier than the most abundant one and that the number 16 represented a weighted average of the three isotopic forms of oxygen as they occur in nature. This situation was considered undesirable for several reasons, and, since it is possible to determine the relative masses of the atoms of individual isotopic species, a second scale was soon established with 16 as the value of the principal isotope of oxygen rather than the value of the natural mixture. This second scale, preferred by physicists, came to be known as the physical scale, and the earlier scale continued in use as the chemical scale, favoured by chemists, who generally worked with the natural isotopic mixtures rather than the pure isotopes.
Although the two scales differed only slightly, the ratio between them could not be fixed exactly, because of the slight variations in the isotopic composition of natural oxygen from different sources. It was also considered undesirable to have two different but closely related scales dealing with the same quantities. For both of these reasons, chemists and physicists established a new scale in 1961. This scale, based on carbon-12, required only minimal changes in the values that had been used for chemical atomic weights.
Since samples of elements found in nature contain mixtures of isotopes of different atomic weights, the International Union of Pure and Applied Chemistry (IUPAC) began publishing atomic weights with uncertainties. The first element to receive an uncertainty in its atomic weight was sulfur in 1951. By 2007, 18 elements had associated uncertainties, and in 2009, IUPAC began publishing ranges for the atomic weight of some elements. For example, the atomic weight of carbon is given as [12.0096, 12.0116].
The table provides a list of chemical elements and their atomic weights.
| element | symbol | atomic number | atomic weight |
|---|---|---|---|
| Elements with an atomic weight given in square brackets have an atomic weight that is given as a range. Elements with an atomic weight in parentheses list the weight of the isotope with the longest half-life. | |||
| Sources: Commission on Isotopic Abundances and Atomic Weights, "Atomic Weights of the Elements 2015"; and National Nuclear Data Center, Brookhaven National Laboratory, NuDat 2.6. | |||
| hydrogen | H | 1 | [1.00784, 1.00811] |
| helium | He | 2 | 4.002602 |
| lithium | Li | 3 | [6.938, 6.997] |
| beryllium | Be | 4 | 9.0121831 |
| boron | B | 5 | [10.806, 10.821] |
| carbon | C | 6 | [12.0096, 12.0116] |
| nitrogen | N | 7 | [14.00643, 14.00728] |
| oxygen | O | 8 | [15.99903, 15.99977] |
| fluorine | F | 9 | 18.998403163 |
| neon | Ne | 10 | 20.1797 |
| sodium | Na | 11 | 22.98976928 |
| magnesium | Mg | 12 | [24.304, 24.307] |
| aluminum (aluminium) | Al | 13 | 26.9815385 |
| silicon | Si | 14 | [28.084, 28.086] |
| phosphorus | P | 15 | 30.973761998 |
| sulfur (sulphur) | S | 16 | [32.059, 32.076] |
| chlorine | Cl | 17 | [35.446, 35.457] |
| argon | Ar | 18 | 39.948 |
| potassium | K | 19 | 39.0983 |
| calcium | Ca | 20 | 40.078 |
| scandium | Sc | 21 | 44.955908 |
| titanium | Ti | 22 | 47.867 |
| vanadium | V | 23 | 50.9415 |
| chromium | Cr | 24 | 51.9961 |
| manganese | Mn | 25 | 54.938044 |
| iron | Fe | 26 | 55.845 |
| cobalt | Co | 27 | 58.933194 |
| nickel | Ni | 28 | 58.6934 |
| copper | Cu | 29 | 63.546 |
| zinc | Zn | 30 | 65.38 |
| gallium | Ga | 31 | 69.723 |
| germanium | Ge | 32 | 72.630 |
| arsenic | As | 33 | 74.921595 |
| selenium | Se | 34 | 78.971 |
| bromine | Br | 35 | [79.901, 79.907] |
| krypton | Kr | 36 | 83.798 |
| rubidium | Rb | 37 | 85.4678 |
| strontium | Sr | 38 | 87.62 |
| yttrium | Y | 39 | 88.90594 |
| zirconium | Zr | 40 | 91.224 |
| niobium | Nb | 41 | 92.90637 |
| molybdenum | Mo | 42 | 95.95 |
| technetium | Tc | 43 | (97) |
| ruthenium | Ru | 44 | 101.07 |
| rhodium | Rh | 45 | 102.90550 |
| palladium | Pd | 46 | 106.42 |
| silver | Ag | 47 | 107.8682 |
| cadmium | Cd | 48 | 112.414 |
| indium | In | 49 | 114.818 |
| tin | Sn | 50 | 118.710 |
| antimony | Sb | 51 | 121.760 |
| tellurium | Te | 52 | 127.60 |
| iodine | I | 53 | 126.90447 |
| xenon | Xe | 54 | 131.293 |
| cesium (caesium) | Cs | 55 | 132.90545196 |
| barium | Ba | 56 | 137.327 |
| lanthanum | La | 57 | 138.90547 |
| cerium | Ce | 58 | 140.116 |
| praseodymium | Pr | 59 | 140.90766 |
| neodymium | Nd | 60 | 144.242 |
| promethium | Pm | 61 | (145) |
| samarium | Sm | 62 | 150.36 |
| europium | Eu | 63 | 151.964 |
| gadolinium | Gd | 64 | 157.25 |
| terbium | Tb | 65 | 158.92535 |
| dysprosium | Dy | 66 | 162.500 |
| holmium | Ho | 67 | 164.93033 |
| erbium | Er | 68 | 167.259 |
| thulium | Tm | 69 | 168.93422 |
| ytterbium | Yb | 70 | 173.045 |
| lutetium | Lu | 71 | 174.9668 |
| hafnium | Hf | 72 | 178.49 |
| tantalum | Ta | 73 | 180.94788 |
| tungsten (wolfram) | W | 74 | 183.84 |
| rhenium | Re | 75 | 186.207 |
| osmium | Os | 76 | 190.23 |
| iridium | Ir | 77 | 192.217 |
| platinum | Pt | 78 | 195.084 |
| gold | Au | 79 | 196.966569 |
| mercury | Hg | 80 | 200.592 |
| thallium | Tl | 81 | [204.382, 204.385] |
| lead | Pb | 82 | 207.2 |
| bismuth | Bi | 83 | 208.98040 |
| polonium | Po | 84 | (209) |
| astatine | At | 85 | (210) |
| radon | Rn | 86 | (222) |
| francium | Fr | 87 | (223) |
| radium | Ra | 88 | (226) |
| actinium | Ac | 89 | (227) |
| thorium | Th | 90 | 232.0377 |
| protactinium | Pa | 91 | 231.03588 |
| uranium | U | 92 | 238.02891 |
| neptunium | Np | 93 | (237) |
| plutonium | Pu | 94 | (244) |
| americium | Am | 95 | (243) |
| curium | Cm | 96 | (247) |
| berkelium | Bk | 97 | (247) |
| californium | Cf | 98 | (251) |
| einsteinium | Es | 99 | (252) |
| fermium | Fm | 100 | (257) |
| mendelevium | Md | 101 | (258) |
| nobelium | No | 102 | (259) |
| lawrencium | Lr | 103 | (262) |
| rutherfordium | Rf | 104 | (263) |
| dubnium | Db | 105 | (268) |
| seaborgium | Sg | 106 | (271) |
| bohrium | Bh | 107 | (270) |
| hassium | Hs | 108 | (270) |
| meitnerium | Mt | 109 | (278) |
| darmstadtium | Ds | 110 | (281) |
| roentgenium | Rg | 111 | (281) |
| copernicium | Cn | 112 | (285) |
| ununtrium | Uut | 113 | (286) |
| flerovium | Fl | 114 | (289) |
| ununpentium | Uup | 115 | (289) |
| livermorium | Lv | 116 | (293) |
| ununseptium | Uus | 117 | (294) |
| ununoctium | Uuo | 118 | (294) |

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