Reversing the diode orientation blocks the branch in this ideal model. Exact arithmetic here means exact results for the stated model inputs; measured inputs still carry uncertainty and significant-figure limits.

highlighted = computed this step

Forward bias conducts in this model

With the diode direction aligned to the source, the branch carries 2 amperes.

Iforward=2 AI_{\text{forward}} = 2\ \text{A}
Forward biasThe forward-biased diode participates in the KVL budget.12 V2 V5 ohm2 A+-2 V+-10 V

Reverse bias removes the conducting path

Flip only the diode orientation. The same source and limiter no longer form a conducting branch through the diode.

reverse biasblocked branch\text{reverse bias} \Rightarrow \text{blocked branch}
Reverse biasThe reversed diode is not a conducting edge.12 V2 V5 ohm

The reverse current is zero

The reverse-biased ideal diode gives a branch current of 0 amperes. No KVL loop is claimed through the reversed diode.

Ireverse=0 AI_{\text{reverse}} = 0\ \text{A}
Reverse biasThe reversed diode is not a conducting edge.12 V2 V5 ohm

Blocked stays blocked across source sizes

The reverse-biased branch remains nonconducting for these exact training source values. The diagram shows the middle row.

VsVfRVRI6 V2 V5 ohm0 V0 A12 V2 V5 ohm0 V0 A18 V2 V5 ohm0 V0 A\begin{array}{c|c|c|c|c}V_s&V_f&R&V_R&I\\6\ \text{V}&2\ \text{V}&5\ \text{ohm}&0\ \text{V}&0\ \text{A}\\12\ \text{V}&2\ \text{V}&5\ \text{ohm}&0\ \text{V}&0\ \text{A}\\18\ \text{V}&2\ \text{V}&5\ \text{ohm}&0\ \text{V}&0\ \text{A}\\\end{array}
Reverse biasThe middle table row is the checked reverse diagram.12 V2 V5 ohm