I certainly will. I understand that with superposition, voltages in a way super impose, and i guess dont oppose each other except for when the net current of two sources going opposite directions over a resistor times the resistance yields the resultant voltage drop. If two currents flow through a resistor- tho opposite directions, the power is found as the net current squared times the resistance for which it flows through. Unless im wrong, why isnt the total of both currents considered? They are flowing through the resistance in the end anyway arent they?But it is conducting. Determine the forward voltage across diode in the circuit, plug that into the I(V) equation for a pn junction and find the current flowing through the diode. It won't be much, but it will be more than zero.
It seems you need to get a better handle on the fictitious currents used with superposition & mesh current analysis versus the real currents that actually flow in the circuit. One of the reasons that I only use nodal analysis is that there are no fictitious currents to keep track of.Wouldnt there be opposition of any sort because of the electrons flowing in opposite directions?
Well there are finer points to consider in this circuit depending on what model you are using for the two diodes.Thank you for the thought out response. Fortunately, this is a simple DC circuit with a simple steady state. My issue, is that I cannot figure out why two unrelated sources with a shared resistor split the current supply. From the sources point of view, all it sees is a diode and a resistor with the other diode acting as an open circuit- clearly something else is going on that i do not understand.