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Measuring units derived, named

This is a complete system of measurement units including names and symbols for base units from which derived units may be formed so that any physical quantity may be expressed. It includes a system of prefixes by which the base and derived units may be made any convenient size from very small to very large. Finally, the precise basis for its units, and the symbols for expressing them, have received worldwide agreement. It is officially recognized by all industrial nations, is referenced by SAE, ASTM, ASME, and many other societies, is required by ISO in all documents, and is the official basis of our U.S. units (the inch and pound are defined in terms of the metre and kilogram). [Pg.180]

Except for temperature and time, nearly all scientific measurements are based on the metric system. In recent years, there has been a concerted international effort to persuade scientists to express all metric measurements in terms ofjust seven basic units, called SI units (for Systeme International). In addition to the seven basic SI units, there are seventeen other common units derived from them that have special names. However, despite the logical arguments that have been put forth for undeviating adherence to SI units, there has not been a strong popular move in this direction. For one thing, each scientist must cope... [Pg.33]

Coulomb — Si-derived measurement unit of electric charge. Symbol C (named in honor of the French physicist - Coulomb). Definition 1 coulomb is the amount of electric charge carried by a constant electric - current of 1 ampere flowing for 1 second. 1C represents the charge of 6.24 x 1018 electrons. 1C = 1 As. [Pg.120]

Farad — Si-derived measurement unit for -> capacitance. Symbol F (named in honor of the British physicist and chemist - Faraday). [Pg.266]

Volt — SI-derived measurement unit of the electric -> potential difference or voltage. Symbol V (named in honor of the Italian physicist Alessandro - Volta (1745— 1827)). Definition lvolt is the potential difference between two points of a homogeneous, linear conductor of constant temperature, when a current of one ampere converts one watt of power. [Pg.695]

A pressure of 1 mm Hg is also called 1 torr to honor Torricelli for his invention of the barometer. The average atmospheric pressure at sea level at 0°C is 760 mm Hg. Pressures are often measured in units of atmospheres. One atmosphere of pressure (atm) is defined as being exactly equivaient to 760 mm Hg. In SI, pressure is expressed in derived units called pascals. The unit is named for Blaise Pascal, a French mathematician and philosopher who studied pressure during the seventeenth century. One pascai (Pa) is defined as the pressure exerted by a force of one newton (1 N) acting on an area of one square meter. In many cases, it is more convenient to express pressure in kilopascals (kPa). The standard atmosphere (1 atm) is equal to 1.013 25 x 10 Pa, or 101.325 kPa. Several pressure units and common uses for them are summarized in Figure 1.5. [Pg.344]

Uniqueness SI is a unique system in which there is only one unit for each kind of physical quantity, regardless of whether it is mechanical, electrical, or thermal. Power in engines or air conditioners is measured in watts. Of course, this rule does not prevent the use of either a special name or the derived name for a unit—pressure may be expressed either in pascals or in newtons per square metre. [Pg.184]

MS can measure the ratio between molar fractions of mass isotopomers. The ratio between two mass isotopomer pools of masses nti and m2 is defined in the present work as intensity ratio Jmi/m2- K identical with a mass spectral intensity ratio. If more than two mass isotopomer pools are assessed, their relative ratios, normalized to the sum, are named mass isotopomer distribution. The mass distribution of a compound can be thus obtained from the analysis of ions, which contain the intact carbon skeleton of the analyte. In the area of me-tabohc flux analysis, mass distributions of various metaboHtes have been assessed by MS. The major method used is GC/MS, whereby the analytes are deriva-tized into forms with desired physico-chemical properties such as increased volatihty, thermal stabiHty and suitable MS properties [62]. The mass of the formed derivate must be sufficiently high (usually above 175 apparent mass units) to avoid background interference [48]. To obtain the mass distribution of a compound, ions with the entire carbon skeleton of the analyte have to be present. For accurate quantification of the mass distribution of such ions, they should occur in high abundance and preferably be unique species, thus being formed by only one fragmentation pathway. [Pg.57]

SI units of measurement, used by scientists around the world, derive their name from the French Systeme International d Unites. Fundamental units (base units) from which all others are derived are defined in Table 1-1. Standards of length, mass, and time are the meter (m). kilogram (kg), and second (s), respectively. Temperature is measured in kelvins (K), amount of substance in moles (mol), and electric current in amperes (A). [Pg.9]

During the last decade a different track has been followed for the tritium dating method, namely, measurement of the decay product 3He (section 10.1) as a substitute for the initial tritium concentration. Tritium-derived 3He (tritiogenic helium) is built up in the groundwater as the contained tritium disintegrates hence, the 3H 3He ratio decreases with age. To facilitate the calculations both nuclides are expressed in TR (tritium ratio) units, that is, 3H H and 3He H ratios of 10-18. In principle, the age of groundwater can be determined by measuring the tritium concentration left... [Pg.229]

Since 1893, the U.S. basis of length measurement has been derived from metric standards. In 1959, a small refinement was made in the definition of the yard to resolve discrepancies both in this country and abroad which changed its length from 3600/3937 m to 0.9144 m exactly. This resulted in the new value being shorter by two parts in a million. At the same time, it was decided that any data in feet derived from and published as a result of geodetic surveys within the U.S. would remain with the old standard (1 ft = 1200/3937 m) until further decision. This foot is named the U.S. survey foot. As a result, all U.S. land measurements in U.S. customary units will relate to the meter by the old standard. All the conversion factors in this table for units referenced to this footnote are based on the U.S. survey foot rather than on the international foot. [Pg.798]

For gases and liquids the liter is a much more practical measure of volume, especially in concentration expressions, than the derived unit of cubic meter, m3. Usage therefore has established the liter (L) as an accepted named unit, even though cubic decimeter (dm3) is the correct SI designation. The only prefix to be used with liter is milli, that is milliliter (ml). The symbol L is used for liter to prevent confusion with the letter I and the number 1. [Pg.155]

Kurzius and Boudart [58] have adopted the same approach as above specifically for the determination of fej by measuring first limits for mixtures of composition 2H2 + O2 and 9H2 + O2 in a 10.2 cm diameter vessel coated with magnesium oxide. Their analysis considered only reactions (i)—(iii) and the surface destruction of H atoms, for which they assumed the surface to have unit efficiency (the results for the two compositions studied seemed to support this). On this basis, however, their results do not appear to be completely consistent with those of Baldwin. Thus, at 520 °C the parameters derived by Baldwin for KCl coated vessels would predict a limit for 2H2 + O2 at ca. 5.7 torr in a 10.2 cm diameter vessel of unit efficiency. The observed limit was 4.56 torr. This difference is reflected in a h her value for namely 6.3 x 10 at 520 °C compared with Baldwin s f re of 4.6x10 l.mole. sec already quoted. Over the temperature range 800—1000 K, Kurzius and... [Pg.35]

Units of pressure The SI unit of pressure is the pascal (Pa). It is named for Blaise Pascal, a French mathematician and philosopher. The pascal is derived from the SI unit of force, the newton (N), which is derived from three SI base units the kilogram, the meter, and the second. One pascal is equal to a force of one newton per square meter 1 Pa = 1 N/m. Many fields of science still use more traditional units of pressure. For example, engineers often report pressure as pounds per square inch (psi). The pressures measured by barometers and manometers can be reported in milhmeters of mercury (mm Hg). There also is a unit called the torr, which is named to honor Torricelli. One torr is equal to one mm Hg. [Pg.390]

The standard unit by which radioactivity is measured is the curie, which is equal to 3.70 x 10 ° disintegrations s (dps) (=2.22 x 10 disintegrations min dpm). The curie is the amount of radioactivity exhibited by 1.00 g of pure Ra and derives its name from Madame Curie, who was a pioneer in the study of radioactivity and Ra. By convention, the relative rate at which a radionuclide decays is expressed in terms of its half life, ty, which is related to the decay constant by... [Pg.155]

Some properties are measured in units that are derived from such a large combination of base units that scientists have given them new unit names and symbols. [Pg.46]

It cannot be expected that a structural model derived purely from X-ray powder data would provide a complete and reliable description of the actual structure. One, and probably the most important feature of the model of Keggin and Miles, however, seems to be beyond any doubt namely the linear arrangement M- N—C—M —C—N—M- - along the edge of the unit cell. The unit cell constants of a wide variety of Prussian blue analogs have been determined. All the lattice constants measured so far are between 9.9 and 10.9 A. Since the C—N distance is known to be close to 1.14 A (16), the differences in the cell constants directly reflect the differences in the distances N and M —C. [Pg.5]

Measured quantity Name of unit Symbol Definition in base units Alternative in derived units... [Pg.4]


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