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Measurement unit conversions and

Appendix C Units of Measure, Unit Conversion, and Problem Solving... [Pg.523]

The n-butane aromatization was performed, using an automatic flow unit, in a quartz microreactor (the charge was 0.5g). The reaction conditions were varied in a wide range temperatures of 573-773 K, space velocities of 300-10000 h, total pressure of 0.1-0.5 MPa, butane partial pressure in He stream of 0.5-100 kPa. Some runs were made in hydrogen atmosphere, the hydrogen partial pressure was varied from 5 to 400 kPa. To avoid the flow gradient caused by butane condensation the feed was injected as a liquid at 1.5 MPa into a mixer heated to 673 K. The use of separate flow lines for catalyst activation and for the feedstock make it possible to measure the conversion and product distribution immediately after feedstock injection. The probes for analysis were taken automatically every 3-5 min. Normally, stable activity was reached after 5-10 min and remained practically constant over 4 hours. [Pg.382]

The relationships between measurable quantities related to absolute transition probability (e.g. absorption cross section, molar absorption or extinction coefficient, radiative lifetime) and the fundamental quantities used to describe and inter-relate the observable quantities axe fraught with difficulties of unit conversions and internally consistent treatments of initial- and final-state degeneracies. Several excellent papers on this subject exist (Hilborn, 1982 and 2002, Larsson, 1983, Tatum, 1967, Schadee, 1978, and Whiting, et al., 1980). Much of Section 6.1.1 is based on or checked against Hilborn (1982 and 2002), although slightly different notation and definitions are used. [Pg.348]

In modelling physical processes the conversion of measurement units of parameters is a tiresome task and prone to error. Moreover, a ill-composed equation usually leads to a measurement unit inconsistency. For this reasons, in EMSO the measurement units consistency and units conversions are automatically made for all equations, parameter setting and connections between devices. [Pg.950]

In these unit conversions on H, we have used the facts that 1 atm = 760 Torr and the ratio of densities PHg/ soin - /Psoin t onverts from Torr to millimeters of solution. These numerical examples show that experiments in which Apj, ATf, or ATj, are measured are perfectly feasible for solutes of molecular weight 100, but call for unattainable sensitivity for polymeric solutes of M = 10 . By contrast, osmometry produces so much larger an effect that this method is awkward (at least for 1% concentration) for a low molecular weight solute, but is entirely feasible with the polymer. [Pg.548]

Electrical—Thermal Conductivities. Electrical conductivities of alloys (Table 5) are often expressed as a percentage relative to an International Annealed Copper Standard (lACS), ie, units of % lACS, where the value of 100 % lACS is assigned to pure copper having a measured resistivity value of 0.017241 Q mm /m. The measurement of resistivity and its conversion to % lACS is covered under ASTM B193 (8). [Pg.222]

Integers and exact numbers In multiplication or division by an integer or an exact number, the uncertainty of the result is determined by the measured value. Some unit conversion factors are defined exactly, even though they are not whole numbers. For example, 1 in. is defined as exactly 2.54 cm and the 273.15 in the conversion between Celsius and Kelvin temperatures is exact so 100.000°C converts into 373.150 K. [Pg.911]

For the rest of the control loop, Gc is obviously the controller transfer function. The measuring device (or transducer) function is Gm. While it is not shown in the block diagram, the steady state gain of Gm is Km. The key is that the summing point can only compare quantities with the same units. Hence we need to introduce Km on the reference signal, which should have the same units as C. The use of Km, in a way, performs unit conversion between what we dial in and what the controller actually uses in comparative tests. 2... [Pg.89]

The measuring unit of pressure in SI system is called pascal (Pa) = newton/m2. One Pa corresponds to a very small pressure. Also for the latter reason, several other units are commonly used in vacuum practice and instrumentation. In Table 1.1, the conversion among the most frequently used pressure units is reported. [Pg.19]

The measurement system that is most widely used in chemistry is the SI system. It incorporates a base unit for the various quantities and then uses prefixes to moderate the value of the base unit. The Unit Conversion Method is a way to generate easily the setup to a problem. Be sure to round off the final answer to the correct number of significant figures and include the units with the final answer. [Pg.11]

The rates of production are reported as turnover rates based on the number of V metal atoms as titrated by the adsorption of oxygen (77). These rates represent the number of product molecules produced per site per unit time and thus are measures of the actual product yield (conversion x selectivity) of the catalytic site. Conversions were less than 10% so that conclusions are derived for primary oxidation products. [Pg.19]

When the velocities of the two reactions are numerically equal, the system is in homeostasis, a dynamic equilibrium that does not modify the identity of the unit. Conversely, when the velocity of the building-up reaction Vp is larger than the opposite one, growth and eventually self-reproduction of the vesicles can be measured and if instead Vp is smaller than uj, there is destruction of the unit. [Pg.163]

Ratios of power in electronic circuits are measured in decibels. A hypothetical unit of a Bel would describe the logarithm to base 10 of the ratio of two power levels the decibel (dB) is a unit of a tenth of a Bel. Hence the ratio of two power levels Pi and P2 may be described as a = 10 x log10(P[/P2) dB. Conversely, Pi = P2 x 10 /10. The decibel is dimensionless and, since it is a logarithmic unit, amplifications and attenuations expressed in decibels can... [Pg.28]

Divalent counterions Kinetic measurements using mono- and bifunctional initiators and Ba++ as the counterion in THF were reported by Mathis and Francois (37 ), who applied adiabatic calorimetry. At -7o°C no termination is found and conversion follows first order with respect to monomer concentration. The rate constants do not depend on the concentration of living ends, indicating the absence of free anions. The rate constants are smaller by a factor of 2o as compared with those measured with monovalent counterions. However, they are smaller by a factor of 3 only, compared with those calculated for chains which are intramolecular ly associated (Na+, counterion). The activation energy for PMMA Ba in THF is equal to that for monovalent counterions, but the frequency exponent is smaller by about 1.5 units, reflecting the fact that the transition state for the dianionic ion pair has higher steric requirements. [Pg.449]

Because many experiments involve numerical calculations, it s often necessary to manipulate and convert different units of measure. The simplest way to carry out such conversions is to use the dimensional-analysis method, in which an equation is set up so that unwanted units cancel and only the desired units remain. It s also important when measuring physical quantities or carrying out calculations to indicate the precision of the measurement by rounding off the result to the correct number of significant figures. [Pg.28]

It is important to know that all the questions are based on real numbers. In terms of measurement, units of measure are used from both the English and metric systems. Although conversion will be given between English and metric systems when needed, simple conversions will not be given. (Examples of simple conversions are minutes to hours or centimeters to millimeters.)... [Pg.144]

The analytical predictor, as well as the other dead-time compensation techniques, requires a mathematical model of the process for implementation. The block diagram of the analytical predictor control strategy, applied to the problem of conversion control in an emulsion polymerization, is illustrated in Figure 2(a). In this application, the current measured values of monomer conversion and initiator feed rate are input into the mathematical model which then calculates the value of conversion T units of time in the future assuming no changes in initiator flow or reactor conditions occur during this time. [Pg.530]

C For A, the prefix micro— indicates 10-6. 32 micrograms is 0.000032 g. For B, the two measurements do not have the same meaning because they differ in the number of significant figures. 26 nm is 2.6x10-8 m. The symbol "n" for nano— indicates 10-9. For C and D, unit conversions between cubic meters and liters are required. [Pg.329]


See other pages where Measurement unit conversions and is mentioned: [Pg.399]    [Pg.45]    [Pg.34]    [Pg.196]    [Pg.708]    [Pg.1000]    [Pg.324]    [Pg.108]    [Pg.355]    [Pg.200]    [Pg.381]    [Pg.27]    [Pg.177]    [Pg.355]    [Pg.4]    [Pg.232]    [Pg.465]    [Pg.304]    [Pg.23]    [Pg.121]    [Pg.258]    [Pg.140]    [Pg.134]    [Pg.96]   
See also in sourсe #XX -- [ Pg.8 ]




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