Further, from total RNA samples, cDNA was synthesized using the miRCURY RT Kit (Qiagen, Germany). Reaction conditions were set according to recommendations by the manufacturer and 2μL of total RNA was used as input in a 10μL reaction. Quantitative RT-PCR reactions were set up using miRCURY SYBR ® green master mix with a 1:50 diluted cDNA and commercial LNA-enhanced primer assay. Reactions were performed in a 384-well primer spotted plates in a Roche LC480 II instrument (Roche, Germany), with the following temperature settings: 95°C for 10 min, 45 cycles of 95°C for 10 s, and 60°C for 60 s. Using the obtained Cq values, the relative miR expression was calculated, as aforementioned, normalizing against the geometric mean of an exogenous spike-in control (cel-miR-39-3p) and an endogenous control (hsa-miR-24-3p), as followed: ΔCq = Averaged Cq - geomean –Average Cq - miR.
Mircury rt kit
The MiRCURY RT Kit is a laboratory equipment product designed for the reverse transcription of microRNA (miRNA) samples. It provides a reliable and efficient method for the conversion of miRNA molecules into complementary DNA (cDNA) for subsequent analysis.
Lab products found in correlation
7 protocols using mircury rt kit
Serum microRNA extraction and quantification
Further, from total RNA samples, cDNA was synthesized using the miRCURY RT Kit (Qiagen, Germany). Reaction conditions were set according to recommendations by the manufacturer and 2μL of total RNA was used as input in a 10μL reaction. Quantitative RT-PCR reactions were set up using miRCURY SYBR ® green master mix with a 1:50 diluted cDNA and commercial LNA-enhanced primer assay. Reactions were performed in a 384-well primer spotted plates in a Roche LC480 II instrument (Roche, Germany), with the following temperature settings: 95°C for 10 min, 45 cycles of 95°C for 10 s, and 60°C for 60 s. Using the obtained Cq values, the relative miR expression was calculated, as aforementioned, normalizing against the geometric mean of an exogenous spike-in control (cel-miR-39-3p) and an endogenous control (hsa-miR-24-3p), as followed: ΔCq = Averaged Cq - geomean –Average Cq - miR.
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