Half wave rectifier is given and given values are :
V_p = 10V, V_d = 0.7V, 1/T = 60Hz, R = 10.
I want to know when C = 0.1F, how can I find the time at which the diode charges the capacitor every cycle.
I failed to approach this problem because I'm not sure at which parameter I should find out. I'm understanding capacitor charging time is T, but I don't think T=1/60 is answer.
I tried so far on this :
$$i_{DMAX} = \frac{V_p-V_d}{R} + C\cdot V_p\cdot \frac{2\pi}{T}\sqrt{\frac{2V_R}{V_p}} = 65.02A$$
$$ dv/dt = V_P\cdot \omega \cos(\omega t)$$
---redo---
Now I find when charging time is \$ \Delta T\$
$$v_0(T-\Delta T) = V_p-V_d-V_r$$
and
$$V_r =\frac{(V_p-V_d)T}{RC}$$
$$v_0(T-\Delta T) = V_pcos(\frac{2\pi}{T}\Delta T)-V_D$$