Differential Scanning Fluorimetry (DSF) measures protein unfolding by monitory changes in fluorescence as a function of temperature.
Conventional DSF uses a hydrophobic fluorescent dye that binds to proteins as they unfold.
NanoDSF measures changes in intrinsic protein fluorescence as proteins unfold.
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)
Prometheus characterizes thermal stability of protein samples...
…absolutely label-free, measures the intrinsic fluorescence of a protein while it’s being subjected to thermal denaturation.
Only microliters of sample are required, at extremely low concentrations.
Good at screening buffer influences or testing formulation and storage conditions.
48 capillaries, approx. 10µl total;
(sensitivity 0.005–250 mg/ml depending on Trp/Tyr content)
Ramping options: 0.1C/min to 7C/min (75mins run time for 7C/min ramp)
Temperature range: 15–110C