주요 논문
3
*2026년 기준 최근 7년 이내 논문에 한해 Impact Factor가 표기됩니다.
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Article
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인용수 2
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2025Li‐Well ZnO Memtransistors: High Reliability for Neuromorphic Applications
Ki‐Hoon Son, Hyun‐Sik Kim, Dae‐Hee Han, Hyung‐Kyu Lim, Hong‐Sub Lee
IF 29.1 (2025)
Advanced Materials
Abstract Memtransistors are active analog memory devices utilizing ionic memristive materials as channel layers. Since their introduction, the term “memtransistor” has widely been adopted for transistors exhibiting nonvolatile memory characteristics. Currently, memtransistor devices possessing both transistor on/off functionality and nonvolatile memory characteristics include ferroelectric field‐effect transistors (FeFETs) and charge‐trap flash (floating gate), yet ionic memtransistors have not matched their performance. Here a facile and extendable lithium (Li)‐well oxide memtransistor (LWOM) is reported as a promising candidate. Forming a Li well, analogous to an n + well beneath electrodes in n‐metal‐oxide‐semiconductor field‐effect transistor (MOSFET) processes, induces Li⁺‐ion migration via write V DS , achieving analog memory characteristics through Schottky barrier modulation. LWOM enables low‐voltage weight updates and precise gate‐controlled weight update characteristics. Analysis via 3D secondary ion mass spectrometry (SIMS) confirms Li‐ion redistribution and the resistance‐switching mechanism. A 21 × 21 crossbar array demonstrates 99.31% operational yield and successful weight updates to target conductance values. Fabricated using mature oxide semiconductor technology with a 230 °C thermal budget and a simple process, LWOM stands as a strong contender for next‐generation nonvolatile memory and artificial neural network (ANN) acceleration hardware.
https://doi.org/10.1002/adma.202506128
Non-volatile memory
Neuromorphic engineering
Transistor
Crossbar switch
Oxide
Schottky barrier
Reliability (semiconductor)
Schottky diode
Ionic bonding
2
Article
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인용수 4
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2025Rapid Drying Principle for High‐speed, Pinhole‐Less, Uniform Wet Deposition Protocols of Water‐Dispersed 2D Materials
Kyeonghun Jeong, Chansoo Kim, Ha Young Lee, Junyi Zhao, Soo‐Hyung Choi, Jeong‐A Bae, Hyun‐Sik Kim, Jeong‐Yeon Kim, You Jin Kim, Heechae Choi, Alloyssius E.G. Gorospe, Seung Joon Yoo, Chuan Wang, Dongwook Lee
IF 29.1 (2025)
Advanced Materials
Abstract Inexpensive, high‐speed deposition techniques that ensure uniformity, scalability, wide applicability, and tunable thickness are crucial for the practical application of 2D materials. In this work, rapid drying is identified as a key mechanism for pioneering two high‐speed wet deposition methods: hot dipping and air knife sweeping (AKS). Both techniques allow thickness control proportional to flake concentration, achieving tiled monolayers and pinhole‐free coverage across the entire substrate, as long as evaporation outpaces flake diffusion. AKS prevents non‐uniformity along substrate edges by eliminating contact line pinning. The achieved deposition speed of 0.21 m 2 min −1 with AKS significantly surpasses traditional methods, enabling the equipment for large substrates > 1 m 2 . Combined with the ultralow debonding force for mechanically susceptible flexible display production and short‐circuit‐proof nanometer‐thin capacitors with capacitance comparable to commercial multilayer ceramic capacitors (MLCCs), these new protocols showcase simple and swift solutions for manufacturing 2D materials‐based nanodevices.
https://doi.org/10.1002/adma.202411447
Materials science
Pinhole (optics)
Substrate (aquarium)
Deposition (geology)
Nanotechnology
Capacitor
Nanometre
Ceramic capacitor
Optoelectronics
Evaporation
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인용수 149
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2022Approach to Determine the Density‐of‐States Effective Mass with Carrier Concentration‐Dependent Seebeck Coefficient
Kyu Hyoung Lee, Sang‐il Kim, Jong‐Chan Lim, Jung Young Cho, Heesun Yang, Hyun‐Sik Kim
IF 19 (2022)
Advanced Functional Materials
Abstract Band engineering is an effective strategy to improve the electronic transport properties of semiconductors. In thermoelectric materials research, density‐of‐states effective mass is an undoubted key factor in verifying the band engineering effect and establishing a strategy for enhancing thermoelectric performance. However, estimation of the effective mass is demanding or inaccurate depending on the methods taken. A simple equation is proposed, valid for all degeneracy: Log 10 ( m d * T /300) = (2/3) Log 10 ( n ) − (2/3) [20.3 − (0.00508 × | S |) + (1.58 × 0.967 | S | )] that utilizes experimentally determined Seebeck coefficient ( S ) and carrier concentration ( n ) to determine the effective mass ( m d *) at a temperature ( T ). This straightforward equation, which gives an accurate analysis of the band modulation in terms of m d *, is indispensable in designing thermoelectric materials of maximized performance.
https://doi.org/10.1002/adfm.202203852
Effective mass (spring–mass system)
Seebeck coefficient
Materials science
Thermoelectric effect
Degeneracy (biology)
Semiconductor
Charge-carrier density
Thermoelectric materials
Condensed matter physics
Thermodynamics