Modèle de diode à petit signal

The Q point, or quiescent point, is the diode's operating point established by a DC bias voltage. It represents the fixed current and voltage values around which the diode operates before any signal is applied. The Q point's location on the I-V characteristic curve determines the diode's response to small time-varying signals introduced into the circuit.

The small-signal approximation applies when the signal voltage amplitude is significantly smaller than the thermal voltage. Under this condition, the diode operates within a nearly linear segment of its exponential characteristic curve. This simplification allows the complex exponential relationship to become linear, making circuit analysis more manageable for AC signal behavior around the Q point.

Diode small-signal conductance is the ratio of small-signal current to small-signal voltage, measured in mhos. It is determined by the slope of the tangent line to the I-V characteristic curve at the Q point. This parameter quantifies how readily the diode conducts small AC signals around its operating point and is essential for modeling diode forward characteristics in circuit design.

Diode small-signal resistance, also called incremental resistance, is the inverse of small-signal conductance. It equals the thermal voltage divided by the bias current. This resistance represents the diode's opposition to small changes in current and is a critical parameter for analyzing AC signal behavior in diode circuits.

The DC bias voltage establishes the Q point on the diode's exponential I-V characteristic curve. When a small time-varying signal is superimposed on this bias, the diode's total instantaneous current becomes the sum of constant bias current and varying signal current. The Q point's location determines whether the diode operates in the linear region needed for small-signal approximation.

When signal voltage amplitude is significantly smaller than thermal voltage, the diode operates within a short, nearly linear segment of its exponential characteristic curve. This ensures the exponential term simplifies, allowing the complex nonlinear behavior to be approximated as linear. Without this condition, the small-signal approximation breaks down and nonlinear analysis becomes necessary.

In small-signal analysis, the total instantaneous diode current is decomposed into two components: the DC bias current and the AC signal current. The DC component remains constant and establishes the Q point, while the AC component varies with the applied time-varying signal. This decomposition simplifies circuit analysis by allowing separate treatment of DC operating conditions and AC signal behavior.