2019
DOI: 10.1063/1.5090511
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Fabrication of polymeric lenses using magnetic liquid molds

Abstract: Traditional molding and casting processes in optical manufacturing require sophisticated and expensive molds and molding equipment. In this work, magnetic liquid droplets were used as soft and deformable molds. The magnetic drop within an immiscible polymeric resin forms a conical shape at the interface due to the equilibrium of magnetostatic force and surface tension, which results in a plano–concave lens after curing. An apparatus was assembled to control the amplitude and gradient of the magnetic field. A S… Show more

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Cited by 13 publications
(12 citation statements)
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“…In most cases having complex boundaries, the closed‐form solutions for the surface shape is unavailable by solving δU=0$ \delta U=0$. With respect to the simplest case with constant boundary, namely ρb=dnormalo2$ \rho _{\rm b}=\frac{d_{\rm o}}{2}$ and zo=H$ z_{\rm o}=H$, the governing law for the deformed surface can be approximated by the Young–Laplace equation as [ 7 ] γ()1rx+1ry=normalΔP\begin{equation} \gamma {\left(\frac{1}{r_x} +\frac{1}{r_y} \right)}=\Delta P \end{equation}where rx$ r_x$ and ry$ r_y$ are the principle radii of the lens curvature, and the pressure difference normalΔP$ \Delta P$ can be roughly estimated as normalΔP=ρmgH$ \Delta P=\rho _{\rm m} gH$ by ignoring the gravity force of the spherical dome.…”
Section: Principle For the Mla Fabricationmentioning
confidence: 99%
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“…In most cases having complex boundaries, the closed‐form solutions for the surface shape is unavailable by solving δU=0$ \delta U=0$. With respect to the simplest case with constant boundary, namely ρb=dnormalo2$ \rho _{\rm b}=\frac{d_{\rm o}}{2}$ and zo=H$ z_{\rm o}=H$, the governing law for the deformed surface can be approximated by the Young–Laplace equation as [ 7 ] γ()1rx+1ry=normalΔP\begin{equation} \gamma {\left(\frac{1}{r_x} +\frac{1}{r_y} \right)}=\Delta P \end{equation}where rx$ r_x$ and ry$ r_y$ are the principle radii of the lens curvature, and the pressure difference normalΔP$ \Delta P$ can be roughly estimated as normalΔP=ρmgH$ \Delta P=\rho _{\rm m} gH$ by ignoring the gravity force of the spherical dome.…”
Section: Principle For the Mla Fabricationmentioning
confidence: 99%
“…Owing to the low cost, low density, and good optical and mechanical property, the polymeric lenses have attracted special attention and been widely applied in ultraviolet and visible optical systems. [ 6,7 ]…”
Section: Introductionmentioning
confidence: 99%
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“…Tunable and rapid remote actuation in different applications such as biological systems is highly favored. Magnetic stimuli can be used to temporally and spatially control the shapeshifting through a physical non-invasive process and without material phase change [172]. Zhu et al [173] fabricated magnetically responsive 3D structures using a direct writing process which presented a quick response time to an external magnetic field.…”
Section: Magnetically Induced Shapeshiftingmentioning
confidence: 99%
“…Because of the mentioned di culties in common tissue mimicking simulants, we have used Poly (styrene-b-ethylene-co-butylene-b-styrene) triblock copolymer (SEBS), Kraton Polymers LLC (G1650, and G1652, Houston, TX, USA) as the main material for our tissue-mimicking simulants [36], [19], and [20]. The solvent used for SEBS is light mineral oil, which makes it a more environmentally stable substitute for water-based hydrogels.…”
Section: Soft Tissue Simulant Preparationmentioning
confidence: 99%