Fp 8600
The FP-8600 is a fluorescence spectrophotometer designed for measuring the fluorescence properties of samples. It is capable of performing excitation and emission scans, as well as time-resolved fluorescence measurements. The FP-8600 is equipped with a high-intensity xenon lamp and a photomultiplier tube detector to provide accurate and sensitive fluorescence data.
Lab products found in correlation
19 protocols using fp 8600
Amyloid Fibril Detection via ThT
Fluorescence Assay for CPFX-GlnBP Binding
Photophysical Characterization of Solid-State Emitters
Spectroscopic and Microscopic Characterization
Optical Characterization of Glass Specimens
Synthesis and Characterization of ZnO Nanocrystals
Structural and Luminescent Properties of [Eu(hfa)3(dpdp)]n LCPCs
Characterization of Ti3C2Tx MXene
Lignin Solvation and Optical Properties
nine solvents (at 0.1 mg mL–1 concentrations): DMSO, N,N-dimethylformamide (DMF), acetonitrile, ethyl glycol,
methanol, ethanol, ethyl acetate, chloroform (CHCl3), and
toluene. Their UV–vis absorption and PL spectra were recorded
with V-650 (Jasco Co., Ltd., Tokyo, Japan) and FP-8600 (Jasco Co.,
Ltd., Tokyo, Japan) instruments, respectively. For the analysis of
aqueous solutions, acidic (pH = 3) and alkaline (pH = 11) solutions
were prepared using hydrochloric acid and sodium hydroxide, respectively.
The prepared lignins were dissolved in these aqueous solutions at
concentrations of 0.1 mg mL–1.
Fluorescence-based BPA Detection Assay
To evaluate the relationship between the fluorescence intensity and BPA concentration, BS-631 was mixed to a final concentration of 100 μM with various concentrations of BPA (0–1000 μM at final concentration) in 0.5% DMSO/H2O (n = 3). Fluorescence intensities were measured 60 min after mixing using a plate reader (EnSpire Multilabel Reader 2300, PerkinElmer Japan, Kanagawa, Japan, λex/λem: 430/630 nm). A linear regression analysis was performed to fit the data and calculate detection and quantification limits from the following equations: detection limit = 3 σ/slope and quantification limit = 10 σ/slope (where σ is the standard deviation of the fluorescence intensities of samples at 0 µM, and the slope is derived from the regression line.)
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