39 research outputs found
Frankia EuIKl κ· μ£Όμμ nif-μ μ μμ λ°°μ΄κ³Ό nifW, nifZ, nifB, nifU, nifSμ μΌκΈ° μμ΄
νμλ
Όλ¬Έ(μμ¬)--μμΈλνκ΅ λνμ :μλ¬Όνκ³Ό,1996.Maste
Empirical study and forecasting on relationship between macroeconomic variables and the stock price index : VECM application
νμλ
Όλ¬Έ (μμ¬)-- μμΈλνκ΅ λνμ : κ²½μ νλΆ, 2011.2. κΉμμ.Maste
A Digital Control Method for Photovoltaic Module Based Power Conditioning System
νμλ
Όλ¬Έ (μμ¬)-- μμΈλνκ΅ λνμ : μ κΈ°. μ»΄ν¨ν°κ³΅νλΆ, 2011.2. 쑰보ν.Maste
κ±°μκ²½μ λ³μμ μ£Όκ° κ° κ΄κ³ μ€μ¦λΆμ λ° μμΈ‘ : VECM μ μ©
νμλ
Όλ¬Έ(μμ¬) --μμΈλνκ΅ λνμ :κ²½μ νλΆ,2011.2.Maste
Meniscus-Guided Three-Dimensional Writing of Organic Nanostructures
DoctorOrganic electronics increasingly impacts our everyday life with a variety of smart electronic devices. This blossoming domain could greatly profit from effective ways to fabricate conducting or semiconducting organic nanowires. Specifically, the three-dimensional (3D) and individual integration of each nanowire is essential for many new device concepts such as stretchable electronic devices and nano-bioprobe devices, but so far this was not possible. Typical methods for fabricating the nanowires such as soft lithography, dip-pen lithography, and electrospinning are still limited to 2D in-plane patterning of low-aspect ratio.In this work, we developed 3D writing method of organic nanostructures based on nanoscale meniscus-guided growth using a micropipette. To investigate the material growth dynamics, we performed real-time observation using x-ray microradiography. First, we demonstrated 3D conjugated polymer nanowire arrays fabricated by meniscus-guided polymerization in air. The wire radius is accuratelly controlled down to ~ 50 nm by modifying pulling speed of the micropipette. We specifically produced arrays of different types of freestanding nanocomponents: straight wires, complex-shape wires, branches and bridges. The technique individually controlled the electrical transport properties of each nanocomponent. The tests included the fabrication of real devices: nano-arches operating as individually addressable photo-switches. Our demonstration is an important step for organic electronic integration with high density and enhanced freedom in circuit design.Second, we demonstrated highly stretchable active electronic devices by using meniscus-guided 3D writing of organic conjugated polymers. Specifically, our method produced 3D microarches with > 270 % stretchability and no deterioration of the electrical characteristics. Then, we integrated the microarches into electrochemical transistors and photo-switches operating under extreme stretching condition. The impact of these successful tests goes well beyond these specific devices and opens the way to many different classes of stretchable microdevices based on organic materials.Lastly, we demonstrated the patterning of 3D polypyrrole (PPy) microcontainers using meniscus-guided bubble templates. Using real-time x-ray microradiography, we investigated the 3D microcontainer growth in electropolymerization of PPy on bubbles. We revealed the existence of a βdeformation forceβ at the three-phase boundary between gas (bubble), liquid (electrolyte), and solid (PPy). As the deformation force increases, the microcontainer shape gradually changes from spherical to elliptical and then to cylindrical. From above investigation, we demonstrated patterned microcontainers with controlled shapes and site-specific positioning. This work suggests a simple but effective approach to modulate the 3D microstructure shapes in many cases of template-free method
Drawbar Pull Estimation in Agricultural Tractor Tires on Asphalt Road Surface using Magic Formula
Agricultural tractors drive and operate both off-road and on-road. Tire road interaction significantly affects the βtractive performance of a tractor, which is difficult to predict numerically. Many empirical models have beendeveloped to predict the tractive performance of tractors using the cone index, which can be measured throughsimple tests. However, a magic formula model that can determine the tractive performance without a cone indexcan be used instead of traditional empirical models as the cone index cannot be measured on asphalt roads. Theaim of this study was to predict the tractive performance of a tractor using the magic formula tire model. Thetraction force of the tires on an asphalt road was measured using an agricultural tractor. The dynamic wheelload was calculated to derive the coefficients of the traction slip curve using the measured static wheel load and βdrawbar pull of the tractor. Curve fitting was performed to fit the experimental data using the magic formula.
The parameters of the magic formula tire model were well identified, and the model successfully determined thecoefficient of traction of the tractor.N
Determination of Design Loads of Maize Harvester Using Actual Working Load
λμ
κΈ°κ³λ λ€μν νκ²½κ³Ό μλ¬Όμ λμμΌλ‘ μμ
μ μννκΈ° λλ¬Έμ λμ
κΈ°κ³μ μ€κ³μ κ°λ°μ μ€ μμ
λΆνλ₯Ό κ³ λ €νμ¬ μνλμ΄μΌ νλ€.
λ°λΌμ λ³Έ μ°κ΅¬μμλ μμ© μ₯μμ μνκΈ°μ μ€ μμ
λΆνλ₯Ό κ³μΈ‘νκΈ° μν΄ μμ© μ₯μμ μν μνμ μννμλ€. λν, κ³μΈ‘λ λΆν λ°μ΄ν°λ₯Όμ΄μ©νμ¬ μνκΈ° λ΄ κΈ°μ΄λ°μ€ μμλ€μ κ°λ λ° μλͺ
μ νκ°νκΈ° μν λΆν μ€ννΈλΌμ ꡬμΆνμλ€. λΆν μ€ννΈλΌμ κΈ°μ΄λ°μ€μ ꡬμ±μμ μ€κΈ°μ΄μ λ² μ΄λ§μ μ μ© κ°λ₯ν νμ€ μ§μ λΆν¬μ κΈ°μ΄μ λ² μ΄λ§μ μ μΈν μΆ, νμ°μ§, μΊλ¦¬μ΄ λ±μ μ μ© κ°λ₯ν λΆν μ€ννΈλΌμΌλ‘ λλμ΄ κ΅¬μΆνμλ€.
λ³Έ μ°κ΅¬λ₯Ό ν΅ν΄ ꡬμΆλ νμ€ μ§μ λΆν¬ λ° λΆν μ€ννΈλΌμ μμ© μ₯μμ μνκΈ°μ κΈ°μ΄λ°μ€ κ°λ λ° μλͺ
νκ°λΏλ§ μλλΌ, κΈ°μ΄λ°μ€μ μ€κ³νμ€μΌλ‘λ νμ©μ΄ κ°λ₯ν κ²μΌλ‘ 보μΈλ€.N