Pawel W Majewski

Dr. Pawel W Majewski

orcid

Research Focus & Metrics

Academic Career Length

20Years (2007-Present)

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

Representative Publications

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22 November 2010 in Journal of the American Chemical Society
Verified
Journal Article
Closed access
PMPawel W Majewski
Pawel W Majewski
MGManesh Gopinadhan
Manesh Gopinadhan
WJWoo-Sik Jang
Woo-Sik Jang
JLJodie L. Lutkenhaus
Jodie L. Lutkenhaus
COChinedum Osuji
Chinedum Osuji

7 June 2024 in Science
Verified
Journal Article
Closed access
JKJakub Karcz
Jakub Karcz
JHJakub Herman
Jakub Herman
NRNatan Rychłowicz
Natan Rychłowicz
Przemysław KulaPrzemysław Kula
Przemysław Kula
EGEwa Górecka
Ewa Górecka
DPDamian Pociecha
Damian Pociecha
Spontaneous mirror symmetry breaking by formation of chiral structures from achiral building blocks and emergent polar order are phenomena rarely observed in fluids. Separately, they have both been found in certain nematic liquid crystalline phases; however, they have never been observed simultaneously. Here, we report a heliconical arrangement of achiral molecules in the ferroelectric nematic phase. The phase is thus spontaneously both polar and chiral. Notably, the pitch of the heliconical structure is comparable to the wavelength of visible light, giving selective reflection controllable by temperature or application of a weak electric field. Despite bearing resemblance to the heliconical twist-bend nematic phase, this chiral ferroelectric nematic phase arises from electrical interactions that induce a noncollinear orientation of electric dipoles.

23 June 2015 in Nature Communications
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Journal Article
Open access
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PMPawel W Majewski
Pawel W Majewski
ARAtikur Rahman
Atikur Rahman
CBCharles T. Black
Charles T. Black
KYKevin G. Yager
Kevin G. Yager
Self-assembly of block copolymers is a powerful motif for spontaneously forming well-defined nanostructures over macroscopic areas. Yet, the inherent energy minimization criteria of self-assembly give rise to a limited library of structures; diblock copolymers naturally form spheres on a cubic lattice, hexagonally packed cylinders and alternating lamellae. Here, we demonstrate multicomponent nanomeshes with any desired lattice symmetry. We exploit photothermal annealing to rapidly order and align block copolymer phases over macroscopic areas, combined with conversion of the self-assembled organic phase into inorganic replicas. Repeated photothermal processing independently aligns successive layers, providing full control of the size, symmetry and composition of the nanoscale unit cell. We construct a variety of symmetries, most of which are not natively formed by block copolymers, including squares, rhombuses, rectangles and triangles. In fact, we demonstrate all possible two-dimensional Bravais lattices. Finally, we elucidate the influence of nanostructure on the electrical and optical properties of nanomeshes.

12 March 2015 in ACS Nano
Verified
Journal Article
Closed access
PMPawel W Majewski
Pawel W Majewski
KYKevin G. Yager
Kevin G. Yager

17 October 2011 in Journal of Polymer Science Part B: Polymer Physics
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Journal Article
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PMPawel W Majewski
Pawel W Majewski
MGManesh Gopinadhan
Manesh Gopinadhan
COChinedum Osuji
Chinedum Osuji

18 August 2016 in Journal of Physics: Condensed Matter
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Journal Article
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PDF file
PMPawel W Majewski
Pawel W Majewski
KYKevin G Yager
Kevin G Yager
Block-copolymers self-assemble into diverse morphologies, where nanoscale order can be finely tuned via block architecture and processing conditions. However, the ultimate usage of these materials in real-world applications may be hampered by the extremely long thermal annealing times—hours or days—required to achieve good order. Here, we provide an overview of the fundamentals of block-copolymer self-assembly kinetics, and review the techniques that have been demonstrated to influence, and enhance, these ordering kinetics. We discuss the inherent tradeoffs between oven annealing, solvent annealing, microwave annealing, zone annealing, and other directed self-assembly methods; including an assessment of spatial and temporal characteristics. We also review both real-space and reciprocal-space analysis techniques for quantifying order in these systems.