Big Chemical Encyclopedia

Chemical substances, components, reactions, process design ...

Articles Figures Tables About

Temperature determination

Pyrolant Mg/PTFE (32/68) MgH2/PTFE (34/66) MgB2/PTFE (48/52) M N2/PTFE (57/43) Mg2Si/PTFE (44/56) [Pg.141]

As mentioned in the beginning of this chapter, spectra are determined by the nature and concentration of chemical species present in the flame and the temperature of both gas phase and particles. Thus, it can be concluded that determination of the temperature of both gas phase and particles is possible [2]. [Pg.141]


It is rare to be able to observe elastic deformations (which occur for instance during earthquakes) since by definition an elastic deformation does not leave any record. However, many subsurface or surface features are related to the other two modes of deformation. The composition of the material, confining pressure, rate of deformation and temperature determine which type of deformation will be initiated. [Pg.81]

Vanden Bout D, Fretas J E and Berg M 1994 Rapid, homogeneous vibrational dephasing in ethanol at low temperatures determined by Raman echo measurements Chem. Phys. Lett. 229 87-92... [Pg.1230]

The new international temperature scale, known as ITS-90, was adopted in September 1989. However, neither the definition of thermodynamic temperature nor the definition of the kelvin or the Celsius temperature scales has changed it is the way in which we are to realize these definitions that has changed. The changes concern the recommended thermometers to be used in different regions of the temperature scale and the list of secondary standard fixed points. The changes in temperature determined using ITS-90 from the previous IPTS-68 are always less than 0.4 K, and almost always less than 0.2 K, over the range 0-1300 K. [Pg.1214]

Liquidus Temperature. The Hquidus temperature determines the susceptibiUty of a glass to devitrification and therefore influences its forming limitations and often its heat-treating requirements. [Pg.298]

The hardness of carbides can only be deterrnined by micro methods because of britdeness, the usual macro tests caimot be used. Neither can the extremely high melting points of the carbides be readily deterrnined by the usual methods. In the so-called Priani hole method, a small hoUow rod is placed between two electrodes and heated by direct current until a Hquid drop appears in the cavity. The temperature is determined pyrometricaHy. When high temperature tungsten tube furnaces are used, the melting point can readily be estimated by the Seger-type cone method. The sample may also be fused in a KroU arc furnace and the solidification temperature determined. [Pg.455]

Experimentally it has been shown that for air-water systems the value of Tj /Zc c, the psychrometric ratio, is approximately equal to 1. Under these conditions the wet-bulb temperatures and adiabatic-saturation temperatures are substantially equal and can be used interchangeably. The difference between adiabatic-saturation temperature and wet-bulb temperature increases with increasing humidity, but this effect is unimportant for most engineering calculations. An empirical formula for wet-bulb temperature determination of moist air at atmospheric pressure is presented by Liley [Jnt. J. of Mechanical Engineering Education, vol. 21, No. 2 (1993)]. [Pg.1151]

Example At a barometric pressure of 25.92 with 220 F dry-bulb and 100 F wet-bulb temperatures, determine H, h, andi . Ap = —4, and from table AH = 50.4. From note. [Pg.1159]

Compression Adiabatic compression results in high temperatures determined by the compression and specific heat ratios, as shown in Eq. (26-46) ... [Pg.2317]

The size of the eooling tower, the flow rate and the wet bulb temperature determine the inlet and outlet water temperatures- but not the differenee between them. Inereased eooling tower performanee ean be aehieved by adding surfaee area or by boosting the efm. [Pg.68]

To find the actual transition we compare the temperatures determined for a given ps by (60) and (61) and choose the higher one. It turns out that for concentrations lower than at the Lifshitz point [13], in our case given by... [Pg.725]

Temperature determines whether or not the liquid in a vessel will boil when depressurized. The liquid will not boil if its temperature is below the boiling point at ambient pressure. If the liquid s temperature is above the superheat-limit temperature Tj] (Tsi = 0.897 ), it will boil explosively (BLEVE) when depressurized. Between these temperatures, the liquid will boil violently, but probably not rapidly enough to generate significant blast waves. However, this is not certain, so it is conservative to t sume that explosive boiling will occur (see Section 6.3.2). [Pg.203]

Prepare the solutions and measure the pH at one temperature of the kinetic study. Of course, the pH meter and electrodes must be properly calibrated against standard buffers, all solutions being thermostated at the single temperature of measurement. Carry out the rate constant determinations at three or more tempertures do not measure the pH or change the solution composition at the additional temperatures. Determine from an Arrhenius plot of log against l/T. Then calculate Eqh using Eq. (6-37) or (6-39) and the appropriate values of AH and AH as discussed above. [Pg.259]

G. J. Mullaney, Temperature Determination in Flames by X-ray Absorption Using a Radioactive Source, Rev. Sci. Instr., 29, 87 (1958). The x-ray source used was radioactive Fe-55. [Pg.84]

With the same apparatus as in example (1), the absolute temperature of the gas in its initial state was Ti. The tap was then opened so that the gas rapidly expanded to atmospheric pressure, and the temperature, determined immediately after expansion by a platinum resistance thermometer, or a thermo-element, in the centre of the vessel, was T2. Show that ... [Pg.145]

The precision of the rate constants as a function of temperature determines the standard deviations of the activation parameters. The absolute error, not the percentage error in the activation parameters, represents the agreement to the model, because of the exponential functions. If, for example, one wished to examine the values of AS for two reactions that were reported as -4 3 and 26 3 J mol 1K 1, then it should be concluded that the two are known to the same accuracy. Since AS and A// are correlated parameters, the uncertainty in AS will be about 1/Tav times that in A//. At ambient temperature this amounts to an approximate factor of three (that is, 1000/T, converting from joules for AS to kilojoules for A// ). Thus, the uncertainty in A//, 0 of 2.50 kJ mol 1 is consistent with the uncertainty in ASn of 7.21 J mol1 K-1 at Tav - 350 K. [Pg.158]

Figure 8. The relative peak intensities of the T-shaped and linear He I Cl fluorescence excitation features at 17,831 and 17,842cm , respectively, are plotted as a function of reduced distance along the expansion. The l Cl(A, v" = 0) rotational temperature determined at each distance is shown on the top abscissa. Taken with permission from Ref. [67]. Figure 8. The relative peak intensities of the T-shaped and linear He I Cl fluorescence excitation features at 17,831 and 17,842cm , respectively, are plotted as a function of reduced distance along the expansion. The l Cl(A, v" = 0) rotational temperature determined at each distance is shown on the top abscissa. Taken with permission from Ref. [67].
Wu Q, DL Bedard, J Wiegel (1997b) Temperature determines the pattern of anaerobic microbial dechlorination of Arochlor 1260 primed by 2,3,4,6-tetrachlorobiphenyl in Woods Pond sediment. Appl Environ Microbiol 63 4818-4825. [Pg.241]

Figure 1.35. Summarized results of homogenization temperature determination in quartz from Uwamuki No. 4 Orebody shown for Kuroko-type (BSO) and Oko-type (YSO), and siliceous ores and for each level (Marutani and Takenouchi, 1978). Figure 1.35. Summarized results of homogenization temperature determination in quartz from Uwamuki No. 4 Orebody shown for Kuroko-type (BSO) and Oko-type (YSO), and siliceous ores and for each level (Marutani and Takenouchi, 1978).

See other pages where Temperature determination is mentioned: [Pg.339]    [Pg.204]    [Pg.106]    [Pg.290]    [Pg.499]    [Pg.521]    [Pg.708]    [Pg.1326]    [Pg.2397]    [Pg.245]    [Pg.698]    [Pg.262]    [Pg.466]    [Pg.467]    [Pg.560]    [Pg.535]    [Pg.1025]    [Pg.535]    [Pg.737]    [Pg.157]    [Pg.769]    [Pg.241]    [Pg.396]    [Pg.495]    [Pg.836]    [Pg.223]    [Pg.310]    [Pg.611]    [Pg.56]    [Pg.373]    [Pg.339]    [Pg.515]   


SEARCH



Ab Initio Molecular Dynamics for Determination of Structures and their Temperature Behavior

Additive properties method, determination glass transition temperature

Anomalous diffusion temperature determination

Apparatus for Determining the Temperature of Ignition

Arrhenius equation, determination transition temperature

Boiling temperature determination

Brownian motion effective temperature determination

Critical solution temperature application to determination of water

Critical temperature, determination

DETERMINING EXPERIMENTAL RATE EQUATIONS AT A FIXED TEMPERATURE

Determination of Glass Transition Temperature by DTA or DSC

Determination of Ion Interaction Parameters for KOH at Temperatures Other than

Determination of Melting and Crystallization Temperatures by DTA or DSC

Determination of Phase Transition Temperatures

Determination of Relative Humidity Temperatures

Determination of Temperature-Dependent Parameters

Determination of Thermal Time Constant and Lowest Separation Temperature for a DTA Curve

Determination of dissolved organic carbon and nitrogen by high temperature combustion

Determination of glass transition temperature

Determination of temperature

Determination of temperature and pressure

Determination of the Ion Vibrational Temperature

Determination of the glass transition temperature, Tg

Determination temperature coefficient

Differential scanning calorimetry crystallization temperature determined using

Differential scanning calorimetry glass transition temperature determined using

Differential scanning calorimetry melting temperature determination using

Differential thermal analysis crystallization temperature determination using

Differential thermal analysis glass transition temperature determined using

Differential thermal analysis melting temperature determination using

Diffusion temperature determination

Electrolyte temperature, determination

Electrolyte temperature, determination conductance method

Empirical Rules for the Determination of a Safe Temperature

Empirically determined time—temperature

Equilibrium melting temperature determination

Explosion Temperature Determination

Glass transition temperature calorimetrically determined

Glass transition temperature determination

Glass transition temperature determining

Glass-rubber transition temperature determination

Gradient-based Methods for Determination of Cluster Structures at Zero Temperature

Heated wire electrodes, temperature determination

High temperature combustion method, sulfur determination

How was the absolute zero of temperature determined

Ignition temperature determination

Light-off temperature determination

Melting temperature determination

Methods of Determining Glass Transition Temperature

Minimum Design Metal Temperature determining

Minimum cure temperature determination

Oscillation function temperature determination

Polymer chains, determination transition temperature

Protein folding determination from temperature

Room temperature superconductors determination

Sintering temperature determining optimal

Standard Test Method for Determining Ignition Temperature of Plastics

Temperature coelution, determination

Temperature degradation determinant

Temperature dependence quantum motion determination

Temperature determination by IR spectroscopy

Temperature determinations high pressure

Temperature determining effect

Temperature influence on molecular weight determination

Temperature-dependent electron tunneling. Methods of determining the activation energy

The Solubility of a Substance Is Determined by Temperature, Pressure, and Intermolecular Forces

The Temperature Dependence of Reaction Enthalpies Can Be Determined from Heat Capacity Data

Theta temperature determination

Wet-bulb temperature determination

© 2024 chempedia.info