Search alternatives:
linear decrease » linear increase (Expand Search)
laser decrease » larger decrease (Expand Search), water decreases (Expand Search), teer decrease (Expand Search)
a large » _ large (Expand Search)
increases » increased (Expand Search), increase (Expand Search)
linear decrease » linear increase (Expand Search)
laser decrease » larger decrease (Expand Search), water decreases (Expand Search), teer decrease (Expand Search)
a large » _ large (Expand Search)
increases » increased (Expand Search), increase (Expand Search)
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Drag Reduction of Anisotropic Superhydrophobic Surfaces Prepared by Laser Etching
Published 2019“…In this research, the anisotropic superhydrophobic surface is prepared on a stainless steel surface by laser etching, and the drag reduction property of the anisotropic surface is studied by a self-designed solid–liquid interface friction test device. …”
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Drag Reduction of Anisotropic Superhydrophobic Surfaces Prepared by Laser Etching
Published 2019“…In this research, the anisotropic superhydrophobic surface is prepared on a stainless steel surface by laser etching, and the drag reduction property of the anisotropic surface is studied by a self-designed solid–liquid interface friction test device. …”
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A cross-section performed, displaying the “wet sand” artifact (Left); Another cross-section depicting a large mitigation of this artifact by increasing the fluence (Right).
Published 2023“…<p>A cross-section performed, displaying the “wet sand” artifact (Left); Another cross-section depicting a large mitigation of this artifact by increasing the fluence (Right).…”
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S2 File - Factors influencing effective decrease of controlled attenuation parameters in metabolic-associated steatotic liver disease: A multilevel linear regression analysis at Vajira Hospital
Published 2025“…S2 File - <p>Factors influencing effective decrease of controlled attenuation parameters in metabolic-associated steatotic liver disease: A multilevel linear regression analysis at Vajira Hospital</p>…”
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Pseudocontinuous Spectrum for Two-Variable DDE with a Large Delay
Published 2019“…<div>Overview and instructions for the using of the code </div><div><br></div><div>#########################<br></div><div><br></div><div>The purpose is to calculate the spectrum of eigenvalues for the linear differential equation with a large delay:</div><div> x'(t) = Ax(t) + Bx(t-tau),</div><div>where A, B are matrices in R^{2x2} and tau>>1 is the delay.…”
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