2020
DOI: 10.21203/rs.3.rs-110745/v1
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Direct and Rapid Measurement of Hydrogen Peroxide in Human Blood Using a Microfluidic Device

Abstract: The levels of hydrogen peroxide (H2O2) in human blood is of great relevance as it has emerged as an important signalling molecule in a variety of disease states. Fast and reliable measurement of H2O2 levels in the blood, however, continues to remain a challenge. Herein we report an automated method employing a microfluidic device for direct and rapid measurement of H2O2 in human blood based on laser-induced fluorescence measurement. Our study delineates the critical factors that affect measurement accuracy – w… Show more

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“…We observed a fall in the FL intensity with an increase in the externally added nitrite concentration at smaller nitrite concentrations. The same effect was observed in our previous work, 45 where we demonstrated the detection of hydrogen peroxide in blood plasma. This reduction in the FL intensity could be attributed to the interference of the soluble proteins and platelets with the hydrogen peroxide and nitrite.…”
Section: Factors Affecting the Measurement Of Nitrite In Blood: Cell ...supporting
confidence: 90%
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“…We observed a fall in the FL intensity with an increase in the externally added nitrite concentration at smaller nitrite concentrations. The same effect was observed in our previous work, 45 where we demonstrated the detection of hydrogen peroxide in blood plasma. This reduction in the FL intensity could be attributed to the interference of the soluble proteins and platelets with the hydrogen peroxide and nitrite.…”
Section: Factors Affecting the Measurement Of Nitrite In Blood: Cell ...supporting
confidence: 90%
“…Half-wavelength standing waves are generated inside the channel using a PZT transducer having a resonant frequency of 1.90 MHz. Micron-sized objects such as particles or cells flowing through the channel experience primary acoustic radiation force because of the standing bulk acoustic wave, and force expression is given by 45,47 F p = 4π a 3 E ac k sin(2 kz ) ϕ , with , , , , where a is the particle size, E ac is the acoustic energy density, k is the wavenumber, z is the distance from the wall, ϕ is the contrast factor, ρ p and ρ 0 are the density of the particles and the density of the medium, respectively, β p and β 0 are the compressibility of the particles and the medium, respectively. c 0 and c p are the velocity of sound in the medium and particle, respectively and the acoustic-pressure amplitude is P a .…”
Section: Methodsmentioning
confidence: 99%
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