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Load ratio

With this equation the life of the bearing can be determined for different load conditions and is predetermined for the type of drive and service requirements. To select a proper bearing, therefore, the type of application and the loading ratio (CIP) should be carefully selected to ensure the required minimum life. Bearing manufacturers product catalogues provide the working life of bearings for different load factors and may be referred to for data on C, C and other parameters. [Pg.215]

The variable C is an installed elearanee and is dependent upon the radial pivot position. The variable C is the maehine elearanee and is fixed for a given bearing. Figure 13-7 shows two pads of a five-pad tilting-pad bearing where the pads have been installed sueh that the pre-load ratio is less than one, and Pad 2 has a pre-load ratio of 1.0. The solid line in Figure 13-7 represents the position of the journal in the eoneentrie position. The dashed line represents the journal in a position with a load applied to the bottom pads. [Pg.484]

Enter Figure 9-48 with this L/G and find the load ratio correction factor. Multiply PmaxIE by this factor to determine the corrected maximum superficial vapor velocity, Pmaxli for X-100 and S-100 packings. [Pg.323]

Fig. 21 —The changes of lubrication properties with the kurtosis, simulated at cr=0.1 /xm and different values of skewness, (a) Contact area ratio versus skewness, (b) Load ratio versus skewness, (c) Maximum pressure versus kurtosis. (d) Maximum temperature versus kurtosis. (e) Average film thickness versus kurtosis. Fig. 21 —The changes of lubrication properties with the kurtosis, simulated at cr=0.1 /xm and different values of skewness, (a) Contact area ratio versus skewness, (b) Load ratio versus skewness, (c) Maximum pressure versus kurtosis. (d) Maximum temperature versus kurtosis. (e) Average film thickness versus kurtosis.
The solubilization of amino acids in AOT-reversed micelles has been widely investigated showing the importance of the hydrophobic effect as a driving force in interfacial solubihzation [153-157]. Hydrophilic amino acids are solubilized in the aqueous micellar core through electrostatic interactions. The amino acids with strongly hydrophobic groups are incorporated mainly in the interfacial layer. The partition coefficient for tryptophan and micellar shape are affected by the loading ratio of tryptophan to AOT [158],... [Pg.488]

Two most firequently applied palladium precursor, H2PdCl4 and Pd(NH3)4Cl2, were usrf to prepare Pd/CNF by west impregnation. Results of foe CTA hydrogenation showed that under the same palladium loading ratio (0.5Pd%, see Table 2), foe Pd/CNF fi-om H2PdCl4... [Pg.754]

EOS, LRC (loading ratio correlation), Dubinin-Radushkevich (D-R), and Dubinin-Astakhov (D-A) are more suitable. [Pg.165]

This three-parameter equation behaves linearly in the Henry s law region and reduces to the Langmuir isotherm for m = 1. Other well-known isotherms include the Langmuir-Freundlich isotherm or Sips isotherm [Sips,/. Chem. Phys., 16, 490 (1948) Koble and Corrigan, Ind. Eng. Chem., 44,383 (1952)] or loading ratio correlation with prescribed temperature dependence [Yon and Turnock, AlChE Symp. Sen, 67(117), 75 (1971)]... [Pg.13]

Loading, of fillers, 11 305-306 Loading amplitudes, fatigue and, 14 450 Loading cycles, 13 482 Loading Ratio Correlation (LRC) Method, 1 626, 628... [Pg.532]

Thus, at 5% theoretical loading the measured to theoretical iron loading ratio is 0.82, whereas at 25% this ratio increases to 0.96 [77]. [Pg.365]

Although we considered omitting the Bionolle distribution process itself, since there is no difference between the products at this stage, we assume transportation over a distance of 100 km by 10 ton trucks at 100% loading ratios to verify the effects of this stage on the total life cycle. Data from JEMAl LCA Ver. 1.1.6 [8] is used as data per unit amount of transport during transportation. [Pg.307]

Transportation of succinic acid and 1,4-butanediol and other various raw materials is the same as for Bionolle. Starch and plasticizer are transported to Showa Denko Tatsuno Factory from domestic and overseas production plants. We derive various scenarios from actual transport information in this study, including distance, route, means of transport, and loading ratios. Fuel consumption and CO2 emission related to transportation are estimated based on these scenarios. As starch is assumed to be produced in the USA, we account for both sea transportation from the USA to Japan and land transportation from domestic ports to the Tatsuno Factory in this study. For inventory data per unit amount of transport during transportation, we refer to data from JEMAI LCA Ver. 1.1.6 [8] for land transportation and data from the literature [15] for sea transportation in particular, data from the literature [16] is also referred to for sea transportation distances. [Pg.308]

According to ANL, the cost of the Ceramicrete binder is 10 to 12 cents per ponnd when apphed at 70% loading. The iron-containing ferroceramicrete binder costs 3 to 4 cents per ponnd with the same loading ratio (D22652I, p. 7). [Pg.372]

A maximum phenol conversion of 65% was reached, due to the fact that the consumption of benzoic acid was higher than that of phenol. Indeed, despite the 1/1 load ratio, the selectivity to those products the formation of which required two moles of benzoic acid per mole of phenol, made the conversion of benzoic acid approach the total one more quickly than phenol. A non-negligible effect of catalyst deactivation was present in fact, when the catalyst was separated from the reaction mixture by filtration, and was then re-loaded without any regeneration treatment, together with fresh reactants, a conversion of 52% was obtained after 2.5 h reaction time, lower than that one obtained with the fresh catalyst, i.e., 59% (Figure 1). The extraction, by means of CH2CI2, of those compounds that remained trapped inside the zeolite pores, evidenced that the latter were mainly constituted of phenol, benzoic acid and of reaction products, with very low amount of heavier compounds, possible precursors of coke formation. [Pg.84]

PVA). In methanol, an intense monomer absorption maximum is located at 870 nm. In the polymer film, at a dye polymer loading ratio of 1 to 5, the 870 nm solution maximum is broadened and split into two bands due to aggregation, centered at 700 and 950 nm respectively. However, no evidence of microcrystal formation in the film was detected upon examination with an optical microscope and thus, if present, microcrystals are less than 1000 A in diameter. [Pg.448]

Isotherm Models for Adsorption of Matures. Of the following models, all but the ideal adsorbed solution dieory (IAST) and the related heterogeneous ideal adsorbed solution theory (H1AST) have been shown to contain some thermodynamic inconsistencies. They include Markham and Benton, die Leavitt loading ratio correlation (LRC) method, lire ideal adsorbed solution (IAS) model, the heterogeneous ideal adsorbed solution theory (HIAST), and the vacancy solution model (VSM). [Pg.40]

The loading ratio correlation (LRC) method for correlation of pure component sorption therms and prediction of multi-component sorption therms. [Pg.74]

The Loading Ratio Correlation. The equilibrium sorption therms for the pure components are correlated to the LRC model (1), which can be stated in the following manner ... [Pg.75]

Coefficients in loading ratio correlation (LRC), defined by equations (2) and (3)... [Pg.100]

Wherever possible, this chapter will present data as EF since this allows a comparison of product emissions, but these can be converted to C using the product loading ratio (/.rn2rn 3) and ventilation rate (N h"1), as follows ... [Pg.376]

They observed that the emission factors for formaldehyde, benzaldehyde and possibly EMK were increased as the rabo of ventilation rate to loading ratio (product area per chamber volume) was increased. That is, the pollutant emission rates increased as the venblabon rate was increased or the loading rabo was decreased, indicabng that these pollutants were emibed at rates dependent on the pollutant concentrabons in the surrounding air. [Pg.395]

The discharge limit of the blow tank used was about 26 tonne/h with the 53 mm bore pipeline and approximately 50tonne/h with the 81 mm bore pipeline. Within this capability of the conveying facility, however, tests were carried out with conveying line pressure drop values of well over two bar and the materials were all capable of being conveyed at solids loading ratios of well over one hundred. A minimum of fifty individual tests were undertaken with every material/pipeline bore combination, in order to draw the various families of curves required. [Pg.142]

There was no lower limit on pressure drop, material flow rate or solids loading ratio that the test facility could operate,... [Pg.142]

Conveying data presented in this form clearly show the capability of pneumatic conveying systems and the inter-relating effects of pressure, material concentration and pipeline bore, as well as air flow rate when designing a system to convey a material at a given flow rate, over a specified distance. Since there is generally a limit on air supply pressure, a compromise has to be made between solids loading ratio and pipeline bore. [Pg.143]

In Fig. 18, the results are presented in terms of a normalised pressure gradient, which is the ratio of the pressure gradient for a particular angle of inclination divided by that for the horizontal. Once again, solids loading ratios of 5, 10 and 20 were considered. [Pg.147]

Consider a closed system of a dust-laden air with an initial pressure of 1 atm. The dust particles are 10 /xm in diameter and the particle density is 2,000 kg/m3. The relative ratio of the specific heat of particle to gas is 50. The mass loading ratio of particle to gas is 10. Assuming the system undergoes an isentropic compression to a final state with a pressure of 20 atm, calculate the volume fraction of solids and estimate the averaged distance between particles in the final state. [Pg.293]

Fig. 3. Sequential fermentation of model solutions of glucose and xylose in shake flasks. Systems A, B, and C contained suspended S. cerevisiae and immobilized P. stipitis with a loading ratio of P. stipitis/S. cerevisiae of 1.4 g/g dry wt. The gel fractions were as follows system A, 0.36 system B, 0.18 and system C, 0.09 g/g. The concentrations of P. stipitis cells were as follows system A, 2.83 x 1012 system B, 1.41 x 1012 and system C 7.31 X 10u cells/L. Fig. 3. Sequential fermentation of model solutions of glucose and xylose in shake flasks. Systems A, B, and C contained suspended S. cerevisiae and immobilized P. stipitis with a loading ratio of P. stipitis/S. cerevisiae of 1.4 g/g dry wt. The gel fractions were as follows system A, 0.36 system B, 0.18 and system C, 0.09 g/g. The concentrations of P. stipitis cells were as follows system A, 2.83 x 1012 system B, 1.41 x 1012 and system C 7.31 X 10u cells/L.
Fig. 4. Cofermentation of model solutions of glucose and xylose. Systems D, E, and F contained beads of S. cerevisiae and P. stipitis coimmobilized with a loading ratio of P. stipitis/ S. cerevisiae of 4 g/g. The gel fractions were as follows system D, 0.10 system E, 0.05 and system F, 0.025 g/g. The total cells concentrations were as follows system D, 4.80 x 10u system E, 2.40 x 10u and system F, 1.20 x 1011 cells/L. Fig. 4. Cofermentation of model solutions of glucose and xylose. Systems D, E, and F contained beads of S. cerevisiae and P. stipitis coimmobilized with a loading ratio of P. stipitis/ S. cerevisiae of 4 g/g. The gel fractions were as follows system D, 0.10 system E, 0.05 and system F, 0.025 g/g. The total cells concentrations were as follows system D, 4.80 x 10u system E, 2.40 x 10u and system F, 1.20 x 1011 cells/L.
Fig. 7. Cofermentation of model solutions of glucose and xylose with P. st ip it is and S. cerevisiae separately immobilized (system G) and coimmobilized (system H) in Ca-alginate beads. The gel fraction in system G was made of 0.20 g/g of beads containing P. stipitis and 0.05 g/g of beads containing S. cerevisiae. The initial concentrations of P. stipitis and S. cerevisiae cells were 5.64 x 1012 and 1.89 x 10u cells/L, respectively. The gel fraction in system H was made of 0.25 g/g of beads containing P. stipitis and S. cerevisiae coimmobilized with a loading ratio of P. stipitis/S. cerevisiae of 4 g/g of dry cells. The total cells concentration was 6.01 x 1012 cells/L. Fig. 7. Cofermentation of model solutions of glucose and xylose with P. st ip it is and S. cerevisiae separately immobilized (system G) and coimmobilized (system H) in Ca-alginate beads. The gel fraction in system G was made of 0.20 g/g of beads containing P. stipitis and 0.05 g/g of beads containing S. cerevisiae. The initial concentrations of P. stipitis and S. cerevisiae cells were 5.64 x 1012 and 1.89 x 10u cells/L, respectively. The gel fraction in system H was made of 0.25 g/g of beads containing P. stipitis and S. cerevisiae coimmobilized with a loading ratio of P. stipitis/S. cerevisiae of 4 g/g of dry cells. The total cells concentration was 6.01 x 1012 cells/L.

See other pages where Load ratio is mentioned: [Pg.256]    [Pg.273]    [Pg.260]    [Pg.348]    [Pg.384]    [Pg.1505]    [Pg.478]    [Pg.484]    [Pg.484]    [Pg.1208]    [Pg.133]    [Pg.84]    [Pg.516]    [Pg.151]    [Pg.232]    [Pg.307]    [Pg.260]    [Pg.394]    [Pg.144]    [Pg.147]    [Pg.174]    [Pg.176]   
See also in sourсe #XX -- [ Pg.44 , Pg.213 , Pg.320 , Pg.321 ]




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Loading Ratio Correlation model

Loading ratio correlation

Solids’ loading ratio

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