Examples-of-diatomic-molecules

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molecule

molecule [New Lat.,=little mass], smallest particle of a compound that has all the chemical properties of that compound. A single atom is usually not referred to as a molecule, and ionic compounds such as common salt are not made up of molecules. Unlike ions , molecules carry no electrical charge. Nature of Molecules Molecules are made up of two or more atoms , either of the same element or of two or more different elements, joined by one or more covalent chemical bonds . According to the kinetic-molecular theory, the molecules of a substance are in constant motion. The state (solid, liquid, or gaseous) in which matter appears depends on the speed and separation of the molecules in the matter. Substances differ according to the structure and composition of their molecules. A molecular compound is represented by its molecular formula ; for example, water is represented by the formula H 2 O. A more complex structural formula is sometimes used to show the arrangement of atoms in the molecule. Molecules differ in size and molecular weight as well as in structure. In a chemical reaction between molecular substances, the molecules are often broken apart into atoms or radicals that recombine to form other molecules, i.e., other substances. In other cases two or more molecules will combine to form a single larger molecule, or a large molecule will be broken up into several smaller molecules. Molecules can assume many shapes and sizes. Molecules of hydrogen gas, H 2 , are very small; each consists of two atoms of hydrogen. Water molecules, H 2 O, are much larger, containing an atom of oxygen as well as two of hydrogen. The atoms in a water molecule are arranged at the corners of an isosceles triangle; the oxygen atom is located where the two equal sides meet and the angle between these sides is about 105°. A carbon dioxide molecule, CO 2 , is linear, with the two oxygen atoms an equal distance on either side of the carbon atom. In methane, CH 4 , the hydrogen atoms are arranged at the corners of a tetrahedron with the carbon atom in the center. In benzene, C 6 H 6 , the carbon atoms form a hexagonal ring with a hydrogen atom joined to each carbon atom. More complex molecules resemble rings, chains, helices, or other forms. Many molecules occurring in living organisms are very complex. RNA and DNA molecules resemble giant helices. By polymerization a large number of small molecules may be joined to form a single large polymer molecule. Typical polymers include synthetic resins, rubbers, and plastics. Evolution of Molecular Theory The terms atom and molecule were used interchangeably until the early 19th cent. Initial experimental work with gases led to what is essentially the modern distinction. J. A. C. Charles and R. Boyle had shown that all gases exhibit the same relationship between a change in temperature or pressure and the corresponding change in volume. J. L. Gay-Lussac had shown that gases always combine in simple whole-number volume proportions and had rediscovered the earlier findings of Charles, which had not been published. Dalton's Theory One early theorist was John Dalton, best known for his atomic theory. Dalton believed that gases were made up of tiny particles, which he thought were atoms. He thought that these atoms were stationary and in contact with one another and that heat was a material substance, called caloric, that was contained in shells around the atom (these shells of caloric were actually what was in contact). When a gas was heated, the amount of caloric was increased, the shells became larger, and the gas expanded. Dalton did not accept Gay-Lussac's findings about combining volumes of gases, perhaps because it could not be explained by his theory. Avogadro's Hypothesis A different theory from Dalton's that could explain the combining volumes of gases was proposed by the Italian physicist Amadeo Avogadro in 1811. According to his theory, under given conditions of temperature and pressure, a given volume of any gas contains a definite number of particles. From the earlier observation that one volume of hydrogen gas and one volume of chlorine gas react to form two volumes of hydrogen chloride gas he deduced that the particles in gaseous hydrogen or chlorine could not be single atoms, but must be some combination of atoms. He called this combination a molecule. He reasoned that the two volumes of hydrogen chloride that are formed must contain twice as many particles as either single volume of hydrogen or chlorine. Thus, if there were 100 particles each of hydrogen and chlorine, there would be 200 particles of hydrogen chloride produced; but there could be only 100 particles produced if the original particles of hydrogen and chlorine were indivisible atoms, since each particle of hydrogen chloride contains both hydrogen and chlorine. An assumption that there are two atoms in a molecule of gaseous hydrogen or chlorine and one atom each of hydrogen and chlorine in a molecule of hydrogen chloride preserves both the hypothesis of indivisible atoms and the hypothesis of equal numbers of particles in equal volumes of gases. Similar reasoning would allow a larger even number of atoms in the molecules of hydrogen or chlorine, but Avogadro favored a rule of simplicity, using the smallest possible number. In the model of gases proposed by Avogadro, the particles were not in contact and much of the volume of the gas was empty space. Cannizaro's Compromise Avogadro's theory was not well accepted; most responses were very critical. Meanwhile, Dalton's theory prompted extensive experimentation and especially the determination of combining weights of the elements. Many shortcomings of Dalton's theory were uncovered, and although a number of modifications were suggested, none were very successful. It was not until 1858 that the Italian chemist Stanislao Cannizaro suggested a merging of Avogadro's and Dalton's theories. The acceptance of this revised theory was assisted by the acceptance by physicists at about the same time of the kinetic-molecular theory of gases that was first proposed in 1738 by Daniel Bernoulli.


From Omilili

Damn you, diatomic elements.

In subscript] + O[2 in subscript] ---> 2SO[3 in subscript] how many moles of 2SO[3 in subscript ] are formed when 4 moles of oxygen gas are consumed? Oxygen, of course, being the diatomic ; are consumed, eh? Just remember that those 4 moles of the diatomic molecule are the equivalent

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Answers:Hydrogen = H2 Flourine = F2 Iodine = I2 Bromine = B2 Oxygen = O2 Nitrogen = N2 Chlorine = Cl2

Question:Thanks alot!

Answers:-bromine -chlorine -fluorine -hydrogen -iodine -nitrogen -oxygen they are always two of each in a compound no matter what.


From Youtube

Molecular Orbitals for First- and Second-Row Diatomic Molecules

demonstrations.wolfram.com The Wolfram Demonstrations Project contains thousands of free interactive visualizations, with new entries added daily. This Demonstration considers the molecular orbitals for the diatomic molecules H2 through Ne2. The conceptual relationship to the constituent atomic orbitals is shown in a schematic energy diagram. Antibonding MOs are shown in red. The bond order of a m... Contributed by: SM Blinder

Non-Crossing Rule for Energy Curves in Diatomic Molecules

demonstrations.wolfram.com The Wolfram Demonstrations Project contains thousands of free interactive visualizations, with new entries added daily. Let E_1(R) and E_2(R) be energy curves for two different electronic states of a diatomic molecule, both computed within the Born?Oppenheimer approximation. If the two states belong to different symmetry species, say ? and ?, u and g, or singlet and trip... Contributed by: SM Blinder

The Six Degrees of Freedom of a Diatomic Molecule

demonstrations.wolfram.com The Wolfram Demonstrations Project contains thousands of free interactive visualizations, with new entries added daily. For a diatomic molecule at sufficiently high temperatures, the equipartition of energy theorem distributes an equal portion of the energy, equal to ( 1 ) / ( 2 ) k_BT, among each quadratic term in the Hamiltonian. Here k_B is the Boltzmann constant and ... Contributed by: Enrique Zeleny

HONClFIBr - Diatomic Molecules

This is an explanation of diatomic molecules set to Poker Face by Lady GaGa.


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