Kevin Dorfman

Prof. Kevin Dorfman


Research Focus & Metrics

Academic Career Length

26Years (2001-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

View All Publications
5 May 2017 in Science
Verified
Journal Article
Closed access
PDF file
KKKyungtae Kim
Kyungtae Kim
MSMorgan W. Schulze
Morgan W. Schulze
AAAkash Arora
Akash Arora
RLRonald M. Lewis
Ronald M. Lewis
MHMarc A. Hillmyer
Marc A. Hillmyer
FBFrank S. Bates
Frank S. Bates
Small-angle x-ray scattering experiments conducted with compositionally asymmetric low molar mass poly(isoprene)-b-poly(lactide) diblock copolymers reveal an extraordinary thermal history dependence. The development of distinct periodic crystalline or aperiodic quasicrystalline states depends on how specimens are cooled from the disordered state to temperatures below the order-disorder transition temperature. Whereas direct cooling leads to the formation of documented morphologies, rapidly quenched samples that are then heated from low temperature form the hexagonal C14 and cubic C15 Laves phases commonly found in metal alloys. Self-consistent mean-field theory calculations show that these, and other associated Frank-Kasper phases, have nearly degenerate free energies, suggesting that processing history drives the material into long-lived metastable states defined by self-assembled particles with discrete populations of volumes and polyhedral shapes.

7 June 2016 in Macromolecules
Verified
Journal Article
Open access
AAAkash Arora
Akash Arora
JQJian Qin
Jian Qin
DMDavid C. Morse
David C. Morse
KDKris T. Delaney
Kris T. Delaney
GFGlenn H. Fredrickson
Glenn H. Fredrickson
KDKevin Dorfman
Kevin Dorfman
Self-consistent field theory (SCFT) is a powerful tool for the design and interpretation of experiments on block polymer materials. In this Perspective, we lower the barrier to entry to the use of SCFT by experimental groups by two means. First, we present a pedagogical introduction to an improved version of the open-source Polymer Self-Consistent Field (PSCF) software package and of the underlying theory. Second, we discuss methods for generating robust initial guesses for the fields that are computed in SCFT. To demonstrate our approach, we present two case studies in which a typical desktop computer has been used to simulate the structure of (i) body-centered cubic, face-centered cubic, A15, and Frank–Kasper σ sphere-forming phases of a diblock copolymer melt and (ii) two core–shell morphologies of ABAC tetrablock terpolymers. A companion Web site provides all of the relevant software and detailed instructions for reproducing all results contained herein.

30 September 2005 in Electrophoresis
Verified
Journal Article
Closed access
PDF file
MCMax Chabert
Max Chabert
KDKevin Dorfman
Kevin Dorfman
JVJean-Louis Viovy
Jean-Louis Viovy

29 July 2011 in Macromolecules
Verified
Journal Article
Closed access
Yanwei WangYanwei Wang
Yanwei Wang
DTDouglas R. Tree
Douglas R. Tree
KDKevin Dorfman
Kevin Dorfman

12 November 2012 in Chemical Reviews
Verified
Journal Article
Closed access
KDKevin Dorfman
Kevin Dorfman
SKScott B. King
Scott B. King
DODaniel W. Olson
Daniel W. Olson
JTJoel D. P. Thomas
Joel D. P. Thomas
DTDouglas R. Tree
Douglas R. Tree

6 October 2010 in Reviews of Modern Physics
Verified
Journal Article
Closed access
KDKevin Dorfman
Kevin Dorfman
Picking up at the conclusion of Viovy's review of the physics of gel electrophoresis [J.-L. Viovy, Rev. Mod. Phys. 72, 813 (2000)], this review synthesizes the experimental data, theoretical models, and simulation results for DNA electrophoresis in microfabricated and nanofabricated devices appearing since the seminal paper by Volkmuth and Austin [Nature (London) 358, 600 (1992)]. Prototype versions of these devices separate DNA by molecular weight at a rate far superior to gel electrophoresis. After providing an overview of the requisite background material in polymer physics, electrophoresis, and microfluidic device fabrication, the focus is on the following three generic problems: (i) collision with an isolated post, (ii) transport in an array of posts, and (iii) entropic trapping and filtration in the slit-well motif. The transport phenomena are examined here in the context of the length and time scales characterizing the DNA, the device, and the applied electric field.