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Clinical Biochemistry of Domestic Animals (Sixth Edition) - UMK ...

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666<br />

Chapter | 22 Trace Minerals<br />

the patterns are similar suggests common chemical principles<br />

have persisted as a part <strong>of</strong> natural selection. To the<br />

extent that the ionic potential <strong>of</strong> an element is related to<br />

its relative abundance in seawater, one can argue that evolutionary<br />

choice as it relates to metal utilization is based in<br />

part on chemical properties that dictate its interaction with<br />

water. For example, when the ionic potential is high ( 10),<br />

the positive ion appropriates one or more oxygen ions, freeing<br />

the hydrogen and forming an oxyanion. Oxyanions are<br />

generally soluble; thus, relative to the earth’s crust, the log<br />

enrichment is high. This is a characteristic <strong>of</strong> the nonmetals<br />

in the upper right corner <strong>of</strong> the periodic table (e.g., C, N, O,<br />

S, P). Such elements are also the smallest in size to form stable<br />

multiple bonds. With time carbon can become a carbonate<br />

ion in water and eventually CO 2 (O C O, a gas) when<br />

oxidized further. Contrast that with silicon, carbon’s tetravalent<br />

homologue in period 4 <strong>of</strong> the periodic table. Silicon in<br />

water forms silicates, which easily polymerize and are oxidized<br />

to the end product silicon dioxide or quartz, a solid,<br />

because <strong>of</strong> the inability to form stable multiple bonds:<br />

| | | | |<br />

-Si-O-Si-O-Si-O-Si-O-Si-<br />

| | | | |<br />

O O O O O<br />

| | | | |<br />

-Si-O-Si-O-Si-O-Si-O-Si-<br />

| | | | |<br />

For elements with low to intermediate ionic potential<br />

values, such as silicon (IP log 0.5), the log <strong>of</strong> the enrichment<br />

factor is <strong>of</strong>ten in the range <strong>of</strong> 1 to 1, indicating<br />

small enrichment or even depletion relative to the crust.<br />

Metals with low, but positive, intermediate, or slightly<br />

negative ionic potentials tend to form hydroxides in water,<br />

most with low solubility. Many <strong>of</strong> the essential trace elements<br />

fall in this category. Finally, elements with negative<br />

ionic potentials tend to form hydrated shells and interact by<br />

organizing water structure, a role that is important to understanding<br />

the functions <strong>of</strong> Na, K, Mg, and Ca in cells.<br />

2 . Utilization <strong>of</strong> Trace Elements and Metabolic Regulation<br />

and Metabolism<br />

As an additional perspective, it can be generalized that dietary<br />

requirements across species ( Table 22-2 and Fig. 22-2 )<br />

are more similar than dissimilar ( Rucker, 2007 ). This is particularly<br />

the case when given requirements are expressed<br />

per unit <strong>of</strong> energy consumed or per unit weight <strong>of</strong> ration.<br />

Figure 22-2 shows the relationship for selected mineral<br />

requirements and metabolic body size. The requirements <strong>of</strong><br />

trace elements scale allometrically in a manner that is similar<br />

in principle to scaling algorithms (e.g., kWt 3/4 ) for basal<br />

metabolism. If a set <strong>of</strong> common principles was involved in<br />

Log<br />

Approx.<br />

Daily<br />

Need<br />

In<br />

Mg<br />

2<br />

1<br />

0<br />

Approx.<br />

1<br />

Daily 25<br />

Need<br />

X<br />

In<br />

Mg<br />

0<br />

0 25 50 75 100<br />

X<br />

Body weight in Kg<br />

2<br />

2 1 0 1 2 3<br />

Log body weight in Kg<br />

FIGURE 22-2 Relationship <strong>of</strong> mineral requirements and metabolic<br />

body size. Log plots <strong>of</strong> the daily intake <strong>of</strong> selected minerals for mice, rats,<br />

chickens, dogs, humans, and pigs versus their respective body weights in<br />

kilograms. The data for individual minerals plotted in this fashion result<br />

in reasonably linear plots with slopes that range from 0.6 to 0.8. For any<br />

given mineral, plots <strong>of</strong> daily intake versus units <strong>of</strong> body weight are not<br />

linear and require polynomial equations to describe the function (insert).<br />

the selection <strong>of</strong> the elements important to life, it follows<br />

that nutrition requirements would be influenced by the same<br />

principles (e.g., all cells utilize in principle the same metabolic<br />

strategies). Indeed, a strong case can be made that<br />

when expressed per unit <strong>of</strong> food-derived energy or relative<br />

to metabolic body size, requirements for essential elements<br />

are similar for a diverse array <strong>of</strong> species. As substances<br />

important to catalyst and entasis, it follows consequently<br />

that their relative nutritional needs are also driven by factors<br />

and principles important to energy utilization.<br />

Why do deficiencies or excess occur Nutritional deficiencies<br />

obviously result when the intake <strong>of</strong> essential nutrients<br />

consistently falls below the minimal requirement (i.e.,<br />

a primary deficiency). In animal nutrition this is regrettably<br />

common given the tendency to feed monotonous diets<br />

or foods common to a given region. Secondary mineral<br />

deficiencies can also arise through a variety <strong>of</strong> mechanisms<br />

that include poor bioavailability, interactions with<br />

other competing substances, and genetic influences (e.g.,<br />

polymorphisms that dictate an increased need for given<br />

nutrients; Keen, 1996 ). Table 22-3 provides a list <strong>of</strong> several<br />

mechanisms underlying the development <strong>of</strong> deficiencies<br />

and common interactions that will be amplified in each <strong>of</strong><br />

the sections that follow.<br />

II . COBALT<br />

A large animal (50 to 100 kg) can contain 1 to 2 mg <strong>of</strong> Co<br />

with liver containing about 0.1 mg (1.7 μmol), skeletal muscle<br />

0.2 mg (3.4 μmol), bone and hair 0.3 mg (5.1 μmol) each,<br />

and adipose tissue 0.4 mg (6.8 μ mol) ( Smith et al. , 1987 ).<br />

X<br />

50<br />

X<br />

Mn<br />

Zn<br />

Zinc<br />

Cu<br />

X

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