Search Results - "Hillegers, L. Tom"

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  1. 1
    Step‐Growth Polymerized Systems of General Type “AfiBgi”: A Method to Calculate the Bivariate (Molecular Size) × (Path Length) Distribution

    Step‐Growth Polymerized Systems of General Type “AfiBgi”: A Method to Calculate the Bivariate (Molecular Size) × (Path Length) Distribution by Hillegers, L. Tom, Slot, Johan J. M.

    Published in Macromolecular theory and simulations (01-07-2022)
    “…Step‐growth polymerized systems of general type “AfiBgi” are considered. The monomers bear one or more reactive groups of type A and/or B. An A group on one…”
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  2. 2
    Monte Carlo Simulation of Randomly Branched Step-Growth Polymers: Generation and Analysis of Representative Molecular Ensembles

    Monte Carlo Simulation of Randomly Branched Step-Growth Polymers: Generation and Analysis of Representative Molecular Ensembles by Hillegers, L. Tom, Kapnistos, Michael, Nijenhuis, Atze, Slot, Johan J. M., Steeman, Paul A. M.

    Published in Macromolecular theory and simulations (18-03-2011)
    “…A Monte Carlo simulation procedure has been set up and applied to generate representative ensembles of randomly branched step‐growth polymers based on their…”
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  3. 3
    Step‐Growth Polymerizing Systems of General Type “AfiBgi”: Calculating the Radius of Gyration and the g‐Curve Using Generating Functions and Recurrences

    Step‐Growth Polymerizing Systems of General Type “AfiBgi”: Calculating the Radius of Gyration and the g‐Curve Using Generating Functions and Recurrences by Hillegers, L. Tom, Slot, Johan J. M.

    Published in Macromolecular theory and simulations (01-05-2017)
    “…Step‐growth polymerized systems of general type “AfiBgi” are considered. One or more of the monomer species carries at least three reactive groups and thus can…”
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  4. 4
    Step-Growth Polymerized Systems of General Type "AfiBgi": Generating Functions and Recurrences to Compute the MSD

    Step-Growth Polymerized Systems of General Type "AfiBgi": Generating Functions and Recurrences to Compute the MSD by Hillegers, L. Tom, Slot, Johan J. M.

    Published in Macromolecular theory and simulations (01-05-2015)
    “…General step‐growth polymerization systems of order 2 are considered, i.e. systems of type “AfiBgi”. We describe an algorithmic method to calculate the…”
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  5. 5
    Step-Growth Polymerizing Systems of General Type "AfiBgi": Calculating the Bivariate (Molecular Size) × (Number of Branch Points) Weight Distribution Using Generating Functions and Recurrences

    Step-Growth Polymerizing Systems of General Type "AfiBgi": Calculating the Bivariate (Molecular Size) × (Number of Branch Points) Weight Distribution Using Generating Functions and Recurrences by Hillegers, L. Tom, Slot, Johan J. M.

    Published in Macromolecular theory and simulations (01-07-2016)
    “…This study considers step‐growth polymerizing systems of general type “AfiBgi” whereby one or more of the reacting monomer species bear at least three reactive…”
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  6. 6
    Step-Growth Polymerized Systems of General Type “AfiBgi”: Generating Functions and Recurrences to Compute the MSD: Step-Growth Polymerized Systems of General Type

    Step-Growth Polymerized Systems of General Type “AfiBgi”: Generating Functions and Recurrences to Compute the MSD: Step-Growth Polymerized Systems of General Type by Hillegers, L. Tom, Slot, Johan J. M.

    Published in Macromolecular theory and simulations (01-05-2015)
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  7. 7
    A Fast Method to Compute the MSD and MWD of Polymer Populations Formed by Step-Growth Polymerization of Polyfunctional Monomers Bearing A and B Coreactive Groups

    A Fast Method to Compute the MSD and MWD of Polymer Populations Formed by Step-Growth Polymerization of Polyfunctional Monomers Bearing A and B Coreactive Groups by Hillegers, L. Tom, Blokhuis, Aart, Slot, Johan J. M.

    Published in Macromolecular theory and simulations (01-09-2012)
    “…General step‐growth polymerization systems of order 2 are considered, i.e., systems of type “AfiBgi”, and a fast algorithmic method is presented to compute, at…”
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  8. 8
    A Fast Method to Compute the MSD and MWD of Polymer Populations Formed by Step-Growth Polymerization of Polyfunctional Monomers With Identical Reactive Groups

    A Fast Method to Compute the MSD and MWD of Polymer Populations Formed by Step-Growth Polymerization of Polyfunctional Monomers With Identical Reactive Groups by Hillegers, L. Tom, Blokhuis, Aart, Slot, Johan J. M.

    Published in Macromolecular theory and simulations (01-07-2012)
    “…A fast method is presented for the calculation of the MSD and the MWD of polymers obtained via step‐growth polymerization of polyfunctional monomers bearing…”
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