2020
DOI: 10.1016/j.xphs.2020.04.019
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Stress and Deformation of Optimally Shaped Silicon Microneedles for Transdermal Drug Delivery

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Cited by 15 publications
(3 citation statements)
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“…Silicon MNs have significant strength mechanically, and this allows silicon MNs to sufficiently insert into skin [ 151 , 152 ]. Deformation and stress testing of silicon MNs of concave conic shape were undertaken to predict the incidence of MN deformation [ 153 ]. A skin penetration study was conducted on rat skin, where it was found that with increasing load (50–800 g), surface buckling deformation did not occur, indicating a good mechanical strength of the needles.…”
Section: Parameters Affecting Mn Insertionmentioning
confidence: 99%
“…Silicon MNs have significant strength mechanically, and this allows silicon MNs to sufficiently insert into skin [ 151 , 152 ]. Deformation and stress testing of silicon MNs of concave conic shape were undertaken to predict the incidence of MN deformation [ 153 ]. A skin penetration study was conducted on rat skin, where it was found that with increasing load (50–800 g), surface buckling deformation did not occur, indicating a good mechanical strength of the needles.…”
Section: Parameters Affecting Mn Insertionmentioning
confidence: 99%
“…In contrast, when 40 needles are manufactured, the tip truncation length is between 30 and 40 μm and corresponds to an insertion force between 7 and 11 mN. Abidin et al reported microneedle deformation in skin puncture with hollow conic shape microneedles; their stress results indicated that the maximum stress at the tip of the microneedle is 628 MPa and a resistive force of around 0.03 mN is required to pierce the human skin [34]. In our experiments, the maximum stresses at the tip were found with the lowest value of truncated tip length (Tt = 10 μm), resulting in 192 MPa.…”
Section: Discussionmentioning
confidence: 99%
“…Simplified versions of a microneedle and skin tissue were used to represent the insertion process during a puncturing process. The structural mechanic module and the solid mechanic physics were employed with linear-elastic modeling to perform stationary and linear buckling analyses [34,35]. Table 4 shows the physical property details of AISI 316 LVM from the literature [36][37][38] for the FEM simulation.…”
Section: In Silico Assesmentmentioning
confidence: 99%