Explain both Graphs

Reverse Recovery Characteristics \begin{tabular}{lll} $t_{rr} = t_{a} + t_{b}$ & $(2.5)$ & $I_{RR} ? \frac{2 Q _{RR}}{t _{rr}}$ \\ $t_{rr} ? \frac{2 Q _{RR}}{d i / d t} (2.10)$ & $I_{RR} = 2 Q_{RR} \frac{d i}{d t}$ \end{tabular}

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Explain both Graphs Reverse Recovery Characteristics  begin{tabular}{lll} trr?=ta?+tb? & (2.5) & IRR??trr?2QRR??    trr??di/dt2QRR???(2.10) & IRR?=2QRR?dtdi??  end{tabular} solutionspile.com

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