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Polystyrene weight

P. Partial pressure, styrene monomer in vapor space, mm. Hg absolute C. Equilibrium concentration, styrene in polystyrene, weight per cent... [Pg.243]

Fig. XI-5. Adsorption isotherm from Ref. 61 for polystyrene on chrome in cyclohexane at the polymer theta condition. The polymer molecular weights x 10 are (-0) 11, (O) 67, (( )) 242, (( )) 762, and (O) 1340. Note that all the isotherms have a high-affinity form except for the two lowest molecular weights. Fig. XI-5. Adsorption isotherm from Ref. 61 for polystyrene on chrome in cyclohexane at the polymer theta condition. The polymer molecular weights x 10 are (-0) 11, (O) 67, (( )) 242, (( )) 762, and (O) 1340. Note that all the isotherms have a high-affinity form except for the two lowest molecular weights.
Fig. XI-7. Volume fraction profile of 280,000-molecular-weight poly(ethylene oxide) adsorbed onto deuterated polystyrene latex at a surface density of 1.21 mg/m and suspended in D2O, from Ref. 70. Fig. XI-7. Volume fraction profile of 280,000-molecular-weight poly(ethylene oxide) adsorbed onto deuterated polystyrene latex at a surface density of 1.21 mg/m and suspended in D2O, from Ref. 70.
The monolayer amount adsorbed on an aluminum oxide sample was determined using a small molecule adsorbate and then molecular-weight polystyrenes (much as shown in Ref. 169). The results are shown in the table. Calculate the fractal dimension of the oxide. [Pg.674]

Figure C2.1.5. Reduced osmotic pressure FT / (RTc as a function of the weight concentration c of polystyrene (M = 130 000 g mor ) in cyclohexane at different temperatures. At 7"= 35 °C and ambient pressure, tire solution is at tire 0 conditions. (Figure from 1741, reprinted by pennission of EDP Sciences.)... Figure C2.1.5. Reduced osmotic pressure FT / (RTc as a function of the weight concentration c of polystyrene (M = 130 000 g mor ) in cyclohexane at different temperatures. At 7"= 35 °C and ambient pressure, tire solution is at tire 0 conditions. (Figure from 1741, reprinted by pennission of EDP Sciences.)...
A polystyrene sample of molecular weight 10 shows an rms end-to-end distance under unperturbed conditions equal to 735 A. In polystyrene Mq = 104 and the length of the carbon-carbon bond along the backbone is 0.154 nm. Use these data to verify the numbers given for this polymer in Table 1.6. [Pg.61]

At 200°C the Newtonian viscosities of polystyrene samples of different molecular weights were studied by Spencer and Dillont and the following results were reported ... [Pg.130]

As we did in the case of relaxation, we now compare the behavior predicted by the Voigt model—and, for that matter, the Maxwell model—with the behavior of actual polymer samples in a creep experiment. Figure 3.12 shows plots of such experiments for two polymers. The graph is on log-log coordinates and should therefore be compared with Fig. 3.11b. The polymers are polystyrene of molecular weight 6.0 X 10 at a reduced temperature of 100°C and cis-poly-isoprene of molecular weight 6.2 X 10 at a reduced temperature of -30°C. [Pg.170]

The isothermal curves of mechanical properties in Chap. 3 are actually master curves constructed on the basis of the principles described here. Note that the manipulations are formally similar to the superpositioning of isotherms for crystallization in Fig. 4.8b, except that the objective here is to connect rather than superimpose the segments. Figure 4.17 shows a set of stress relaxation moduli measured on polystyrene of molecular weight 1.83 X 10 . These moduli were measured over a relatively narrow range of readily accessible times and over the range of temperatures shown in Fig. 4.17. We shall leave as an assignment the construction of a master curve from these data (Problem 10). [Pg.258]

By combining Eqs. (8.42), (8.49), and (8.60), show that Vi°(52 - 5i) = (l/2)RTj., where T. is the critical temperature for phase separation. For polystyrene with M = 3 X 10, Shultz and Floryf observed T. values of 68 and 84°C, respectively, for cyclohexanone and cyclohexanol. Values of Vi° for these solvents are abut 108 and 106 cm mol", respectively, and 5i values are listed in Table 8.2. Use each of these T. values to form separate estimates of 62 for polystyrene and compare the calculated values with each other and with the value for 62 from Table 8.2. Briefly comment on the agreement or lack thereof for the calculated and accepted 5 s in terms of the assumptions inherent in this method. Criticize or defend the following proposition for systems where use of the above relationship is justified Polymer will be miscible in all proportions in low molecular weight solvents from which they differ in 5 value by about 3 or less. [Pg.575]

In some lUPAC-sponsored researchf, samples of the same polystyrene preparation were distributed among different laboratories for characterization. The following molecular weights were obtained for one particular sample by osmotic pressure experiments using the solvents, membranes, and temperatures listed below ... [Pg.578]

Shultz and Floryf measured the critical temperature for precipitation for polystyrene fractions of different molecular weight in cyclohexane. The following results were obtained ... [Pg.581]

Under 0 conditions occurring near room temperature, [r ] = 0.83 dl g for a polystyrene sample of molecular weight 10. f Use this information to evaluate tg and for polystyrene under these conditions. For polystyrene in ethylcyclohexane, 0 = 70°C and the corresponding calculation shows that (tQ /M) = 0.071 nm. Based on these two calculated results, criticize or defend the following proposition The discrepancy in calculated (rQ /M) values must arise from the uncertainty in T>, since this ratio should be a constant for polystyrene, independent of the nature of the solvent. [Pg.615]

Fox and Floryf used experimental molecular weights, intrinsic viscosities, and rms end-to-end distances from light scattering to evaluate the constant in Eq. (9.55). For polystyrene in the solvents and at the temperatures noted, the following results were assembled ... [Pg.653]

The intrinsic viscosity of polystyrene in benzene at 25°C was measuredf for polymers with the following molecular weights ... [Pg.654]

Both preparative and analytical GPC were employed to analyze a standard (NBS 706) polystyrene sample. Fractions were collected from the preparative column, the solvent was evaporated away, and the weight of each polymer fraction was obtained. The molecular weights of each fraction were obtained usmg an analytical gel permeation chromatograph calibrated in terms of both and M. The following data were obtained ... [Pg.656]

Mean dimension of particles in packing (pm) Molecular weight of polystyrene ... [Pg.658]

Poly(dibromostyrene). Poly(dibromostyrene) [62354-98-7] (PDBS) is prepared by the polymerization of dibromostyrene [31780-26-4] (50). Two versions are avaHable. One has a molecular weight of about 10,000, the other a molecular weight of about 80,000. Information comparing the performance of these materials to the performance of the brominated polystyrenes is not avaHable. [Pg.469]


See other pages where Polystyrene weight is mentioned: [Pg.603]    [Pg.28]    [Pg.304]    [Pg.298]    [Pg.601]    [Pg.420]    [Pg.11]    [Pg.295]    [Pg.603]    [Pg.28]    [Pg.304]    [Pg.298]    [Pg.601]    [Pg.420]    [Pg.11]    [Pg.295]    [Pg.86]    [Pg.2518]    [Pg.1109]    [Pg.61]    [Pg.80]    [Pg.131]    [Pg.162]    [Pg.262]    [Pg.265]    [Pg.580]    [Pg.468]    [Pg.469]    [Pg.413]    [Pg.419]    [Pg.163]    [Pg.239]    [Pg.240]    [Pg.333]    [Pg.28]    [Pg.303]    [Pg.390]    [Pg.135]    [Pg.143]    [Pg.148]   


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High molecular weight polystyrene

High molecular weight polystyrene analysis

High molecular weight polystyrene fractions

High molecular weight polystyrene separations

Low-molecular-weight polystyrenes

Molecular weight distribution of polystyrene

Molecular weight of polystyrene

Molecular weight polystyrene formed from monomer

Molecular weight polystyrene standards

Narrow molecular weight distribution polystyrene standards

Polystyrene chromatograms, molecular weight

Polystyrene entanglement molecular weight

Polystyrene molecular weight

Polystyrene molecular weight calibration curve

Polystyrene molecular weight dependence

Polystyrene molecular weight distribution

Polystyrene narrow molecular weight

Polystyrene sulphonate Molecular weight

Polystyrene ultrahigh-molecular-weight

Polystyrene weight distribution

Polystyrene weight fractions

Polystyrene weight, effect

Polystyrene-equivalent molecular weights

Polystyrenes intrinsic viscosity-molecular weight

Star-branched polystyrene molecular weight

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