| Literature DB >> 25043673 |
Wei Wang1, Yi Wang1, Liang Tu2, Yinglong Feng2, Todd Klein2, Jian-Ping Wang2.
Abstract
Giant magnetoresistive (GMR) biosensors have emerged as powerful tools for ultrasensitive, multiplexed, real-time electrical readout, and rapid biological/chemical detection while combining with magnetic particles. Finding appropriate magnetic nanoparticles (MNPs) and its influences on the detection signal is a vital aspect to the GMR bio-sensing technology. Here, we report a GMR sensor based detection system capable of stable and convenient connection, and real-time measurement. Five different types of MNPs with sizes ranging from 10 to 100 nm were investigated for GMR biosensing. The experiments were accomplished with the aid of DNA hybridization and detection architecture on GMR sensor surface. We found that different MNPs markedly affected the final detection signal, depending on their characteristics of magnetic moment, size, and surface-based binding ability, etc. This work may provide a useful guidance in selecting or preparing MNPs to enhance the sensitivity of GMR biosensors, and eventually lead to a versatile and portable device for molecular diagnostics.Entities:
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Year: 2014 PMID: 25043673 PMCID: PMC4104391 DOI: 10.1038/srep05716
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1Schematic representation of DNA hybridization on GMR sensors and binding with different MNPs.
Figure 2(a) GMR chip with attached reaction well was placed on the chip holder. The size of GMR chip is about 16 × 16 mm. (b) 8 × 8 sensor array in the center area of GMR chip, and the distance between adjacent sensors is 400 μm. (c) Optical image of one GMR sensor. One sensor has 50 strips which consist of 5 strip groups in series and each group has 10 strips connected in parallel. The dimension of one strip is about 120 μm × 750 nm. (d) The strips in parallel. The gaps between strips were filled with SiO2 in order to prevent MNPs from being attracted into the sidewalls of the strips. Some parts on two sides of strip are also covered by SiO2, so the width of one strip is actually 500 nm.
The measured and calculated signals per particle for different MNPsa
| MNPs (diameter) | Ms (10−16 emu) | M30 Oe (10−16 emu) | A1 (10−18 emu/(nm)1.3) | A2 (10−20 emu/(nm)1.3) | B (Measured Signal,10−6 μV) |
|---|---|---|---|---|---|
| 10 nm | 0.82 | 0.02 | 0.38 | 0.94 | 2.42 |
| 20 nm | 7.8 | 1.1 | 3.3 | 46.5 | 15.1 |
| 30 nm | 10.8 | 1.05 | 4.16 | 40.43 | 22.1 |
| 50 nm | 81 | 23 | 26.33 | 747.77 | 177.08 |
| 100 nm | 368 | 18 | 84.65 | 414.07 | 305.56 |
aAll the values listed above are calculated for one particle. The measured signal per MNP (B) is calculated from bound numbers of MNPs, size of sensor (120 × 120 μm), and measured signal. We statistically assume that all the MNPs are ideally bound uniformly and every MNP has the same contribution to signal. A1 = Ms/(radius + 57 nm)1.3, A2 = M30 Oe/(radius + 57 nm)1.3. It is assumed that the bound number for the 10 nm MNPs is 230/μm2.
Figure 3(a)Typical binding curve data in real time and (b) average final signals (with standard deviation) for different MNPs.
Figure 4SEM images of different MNPs bound on GMR sensor surface.
(a) Control; (b) 20 nm MNPs; (c) 30 nm MNPs; (d) 30 nm MNPs (Zoom out); (e) 50 nm MNPs; (f) 100 nm MNPs. All the scale bars are 1 μm.