Columns of the periodic table

Information on ionization energies, solubiUties, diffusion coefficients, and soHd—Hquid distribution coefficients is available for many impurities from nearly all columns of the Periodic Table (86). Extrinsic Ge and Si have been used almost exclusively for infrared detector appHcations. Of the impurities,... 

I Nucleophilicity usually increases going down a column of the periodic table. Thus, HS- is more nucleophilic than HO-, and the halide reactivity order is I- > Br- > Cl-. Going down the periodic table, elements have their valence electrons in successively larger shells where they are successively farther from the nucleus, less tightly held, and consequently more reactive. The matter is complex, though, and the nucleophilicity order can change depending on the solvent. 

Ground state The lowest allowed energy state of a species, 137 Group 1 metal. See Alkali metal Group 2 metal See Alkaline earth metal Group A vertical column of the periodic table, 31... 

With this in mind, let us explore the chemistry of all of the elements immediately adjacent to the inert gases. These two vertical columns of the periodic table are called the alkalies and the halogens. 

Assuming calcium metal reacts in a similar way, write the equation for the analogous reaction between calcium and water. Remember that calcium is in the second column of the periodic table and sodium is in the first. 

In earlier chapters we recognized that strong chemical similarities are displayed by elements which are in the same vertical column of the periodic table. The properties which chlorine holds in common with the other halogens reflect the similarity of the electronic structures of these elements. On the other hand, there is an enormous difference between the behavior of elements on the left side of the periodic table and those on the right. Furthermore, the discussions in Chapter 15 revealed systematic modification... 

The Second Column of the Periodic Table The Alkaline Earths... 

THE SECOND COLUMN OF THE PERIODIC TABLE THE ALKALINE EARTHS CHAP. 21... 

There is some disagreement among chemists as to just which elements should be called transition elements. For our purposes, it will be convenient to include all the elements in the columns of the periodic table headed by scandium through zinc. 

So if one selects any element at random there is a 50% chance that the element above and below the selected element, in the same column of the periodic table, will have atomic numbers at an equal interval away from the original element. If this is the case, then it follows trivially that the second element in the sequence will lie exactly mid-way between the first and third elements. In numerical terms, its atomic number will be the exact mean of the first and third elements, or in other words the atomic number triad will hold perfectly. All one needs to do is to pick a middle element from the first of a repeating pair of periods. Thus about half of all the elements are good candidates for beginning a triad. This phenomenon is therefore a mathematical consequence of the fact that all periods repeat (except for the first one) and that the elements are characterized by whole number integers. 

Sulfur and oxygen are in the same column of the periodic table. List their chemical similarities and differences and consider the biogeo-chemical consequences of each. 

A formal charge is a charge associated with an atom that does not exhibit the expected number of valence electrons. When calculating the formal charge on an atom, we first need to know the number of valence electrons the atom is supposed to have. We can get this number by inspecting the periodic table, since each column of the periodic table indicates the number of expected valence electrons (valence electrons are the electrons in the valence shell, or the outermost shell of electrons— you probably remember this from high school chemistry). For example, carbon is in Column 4A, and therefore has four valence electrons. Now you know how to determine how many electrons the atom is supposed to have. 

The first column of the periodic table, Group 1, contains elements that are soft, shiny solids. These alkali metals include lithium, sodium, potassium, mbidium, and cesium. At the other end of the table, fluorine, chlorine, bromine, iodine, and astatine appear in the next-to-last column. These are the halogens, or Group 17 elements. These four elements exist as diatomic molecules, so their formulas have the form X2 A sample of chlorine appears in Figure EV. Each alkali metal combines with any of the halogens in a 1 1 ratio to form a white crystalline solid. The general formula of these compounds s, AX, where A represents the alkali metal and X represents the halogen A X = N a C 1, LiBr, CsBr, KI, etc.). 

The last column of the periodic table contains the noble gases, or Group 18 elements, all of which occur in nature as gases. With a few exceptions, these elements do not undergo chemical reactions. 

Armed with these conditions, we can correlate the rows and columns of the periodic table with values of the quantum numbers it and /. This correlation appears in the periodic table shown in Figure 8. Remember that the elements are arranged so that Z increases one unit at a time from left to right across a row. At the end of each row, we move down one row, to the next higher value of It, and return to the left side to the next higher Z value. Inspection of Figure reveals that the ribbon of elements is cut after elements 2, 10, 18, 36, 54, and 86. 

Today we work confidently with the rows and columns of the periodic table. Yet less than 150 years ago, only about half of all elements known today had been discovered, and these presented a bewildering collection of chemical and physical properties. The discoveiy of the patterns that underlie this apparent randomness is a tale of inspired chemical detective work. 

The predictions made by Mendeleev provide an excellent example of how a scientific theory allows far-reaching predictions of as-yet-undiscovered phenomena. Today s chemists still use the periodic table as a predictive tool. For example, modem semiconductor materials such as gallium arsenide were developed in part by predicting that elements in the appropriate rows and columns of the periodic table should have the desired properties. At present, scientists seeking to develop new superconducting materials rely on the periodic table to identify elements that are most likely to confer superconductivity. 

The trends in Figure 8-15 confirm the results. Chlorine lies to the right of silicon in the same row of the periodic table. Size decreases from left to right in any row thus, chlorine is smaller than silicon. Selenium is immediately below sulfur in the same column of the periodic table. Size increases down a column thus, selenium is larger than sulfur. 

First ionization energy increases from left to right across each row and decreases from top to bottom of each column of the periodic table. 

IE2— 2420,1 E-i — 3400, E A = -45.5. In what column of the periodic table is this element found Give your reasoning. Refer to Appendix C if necessary. 

One way that a solid metal can accommodate another is by substitution. For example, sterling silver is a solid solution containing 92.5% silver and 7.5% copper. Copper and silver occupy the same column of the periodic table, so they share many properties, but copper atoms (radius of 128 pm) are smaller than silver atoms (radius of 144 pm). Consequently, copper atoms can readily replace silver atoms in the solid crystalline state, as shown schematically in Figure 12-4. 

The densities of transition metals also display regular periodic trends, as Figure 20-2b shows. Density increases moving down each column of the periodic table and increases smoothly across the first part of each row. 

Polarizability increases from top to bottom in any column of the periodic table. As the principal quantum number ( ) increases, the valence orbitals become larger. This reduces the net attraction between valence electrons and the nucleus. 

A soft Lewis base has a large donor atom of high polarizability and low electronegativity. Iodide ion has its valence electrons in large a = 5 orbitals, making this anion highly polarizable and a very soft base. Other molecules and polyatomic anions with donor atoms from rows 3 to 6 are also soft bases. To summarize, the donor atom becomes softer from top to bottom of a column of the periodic table. 

The electron shells of all the elements in Group 1, for instance, are filled, except for a single electron in an outermost s orbital. In fact, most of the elements in any column of the periodic table have the same number of electrons in their outermost orbitals, the orbitals involved in chemical reactions. Those orbitals are usually the same type orbital—5, p, d, or/, though there are a few exceptions. As mentioned in Chapter 4, vanadium (Z = 23) has an unexpected quirk in the arrangement of the electrons in its outer orbitals. Platinum (Z = 78) exhibits a similar anomaly, as do a few other elements. Most elements, however, play by the rules. This is why the elements in a group behave similarly. 

Figure 5.2 Atomic radius increases going down a column of the periodic table and generally decreases going across a row.

Kaindl et al. [186] have plotted the isomer shift results for metallic hosts versus the number of outer electrons of the 3d, Ad, and 5d metals and found the transition energy to decrease when proceeding from a to a Ad and further to a 3d host metal in the same column of the periodic table. This systematic behavior is similar to that observed for isomer shifts of y-rays of Fe(14.4 keV) [193], Ru(90 keV), Pm (77 keV), and lr(73 keV) [194]. The changes of A(r ) = (r )e — (r )g for these Mossbauer isotopes are all reasonably well established. Kaindl et al. [186] have used these numbers to estimate, with certain assumptions, the A(r ) value for Ta (6.2 keV) and found a mean value of A(r ) = —5 10 fin with some 50% as an upper limit of error. The negative sign of A(r ) is in agreement with the observed variation of the isomer shift of LiTaOs, NaTaOs, and KTaOs, as well as with the isomer shift found for TaC [186]. 

The heterobenzenes of the group 15 elements (1-5) comprise a series in which elements of an entire column of the periodic table have been incorporated into aromatic rings. The comparative study of this series has been extremely valuable for evaluating p-p rr-bonding between carbon and the heavier elements.1 However, the heterobenzene series has two important limitations. Only arsabenzene has a well developed aromatic chemistry. Moreover, stibabenzene and particularly bismabenzene are so labile that it has been difficult to obtain derivatives stable enough for study. 

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