Functionalized hydrogenated interpolymer with non-hydrogenated segment
US-2024279401-A1 · Aug 22, 2024 · US
US9908949B2 · US · B2
| Field | Value |
|---|---|
| Publication number | US-9908949-B2 |
| Application number | US-201414910213-A |
| Country | US |
| Kind code | B2 |
| Filing date | Jul 11, 2014 |
| Priority date | Aug 8, 2013 |
| Publication date | Mar 6, 2018 |
| Grant date | Mar 6, 2018 |
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A continuous method for synthesizing a diene elastomer includes modifying the diene elastomer in a functionalizing device by: a kinetic model according to which the ratio of the rate constants is greater than 1, and a flow represented by a residence time distribution in the functionalizing device that is expressed according to equations 1 or 3: (i) in a functionalizing device having at least one tubular continuous reactor or having at least one cascade of at least two stirred reactors, E 1 ( t ) = 1 2 ( P πθ 1 t ) 1 2 e - P ( θ 1 - t ) 2 4 θ 1 t Eq 1 (ii) in a functionalizing device that is a combination of the device (i) and of a device having at least one continuous stirred reactor, having a residence time distribution characterized by the following equation: E 2 ( t ) = e ( - t θ 2 ) θ 2 Eq 2 the device (ii) having a residence time distribution characterized by the equation 3 below, which is the result of the convolution of equations 1 and 2: E 12 ( t ) = ∫ 0 t E 1 ( t - T ) E 2 ( T ) d T E 12 ( t ) = ∫ 0 t 1 2 ( P πθ 1 ( t - T ) ) 1 2 e - P ( θ 1 - ( t - T ) ) 2 4 θ 1 ( t - T ) e ( - T θ 2 ) θ 2 d T Eq 3
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The invention claimed is: 1. A method for the continuous synthesis of a modified diene elastomer, comprising the steps: of anionic polymerization of at least one conjugated diene monomer in the presence of a polymerization initiator, of modifying the diene elastomer in a functionalizing device, by bringing the living diene elastomer bearing an active site obtained in the previous step into contact, in a single step, with a non-polymerizable functionalizing agent comprising a trialkoxysilane group, and optionally a function capable of interacting with a reinforcing filler, the modification comprising three reactions in series Reactions Mechanism R1 PLi + A k 1 fi PA R2 PLi + PA k 2 fi P 2 A R3 PLi + P 2 A k 3 fi P 3 A where A represents the functionalizing agent, PLi represents a living elastomer chain, PA represents the chain-end functionalized elastomer, P 2 A represents the coupled elastomer, P 3 A represents the three-arm star-shaped elastomer, and k i represents the rate constant of the reaction R i , that are carried out according to the following rate law: Reactions Rate of reaction R1 V 1 = k 1 [PLi][A] R2 V 2 = k 2 [PLi][PA] R3 V 3 = k 3 [PLi][P 2 A] where k 1 , k 2 and k 3 are the rate constants respectively of the reactions R1, R2 and R3 (expressed in (m 3 /mol)·s −1 ), [PLi] is the concentration of living chains (expressed in mol/m 3 ), [A] is the concentration of modifying agent A (expressed in mol/m 3 ), [PA] is the concentration of chain-end functionalized elastomer (expressed in mol/m 3 ), [P 2 A] is the concentration of coupled elastomer (expressed in mol/m 3 ), [P 3 A] is the concentration of the three-arm star-shaped elastomer (expressed in mol/m 3 ), with a ratio of the rate constants, defined as: K = k 1 k 2 = k 2 k 3 , of greater than 1, and the residence time distribution in a functionalizing device (i) or (ii) is expressed respectively according to equations 1 or 3 below: (i) in a functionalizing device having at least one tubular continuous reactor or having at least one cascade of at least two stirred reactors, E 1 ( t ) = 1 2 ( P πθ 1 t ) 1 2 e - P ( θ 1 - t ) 2 4 θ 1 t Eq 1 in which: P is the dimensionless parameter of resistance to dispersion, θ 1 is the residence time defined as the reactor volume/total volume flow rate ratio, equal to at least 0.1 minute and at most to 10 minutes, t is the variable time of the residence time distribution, (ii) in a functionalizing device that is a combination of the device (i) and of a device having at least one continuous stirred reactor, having a residence time distribution characterized by the following equation: E 2 (
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