Consider an electronic amplifier with input voltage v(t) and output voltage vo(t). Assume that vo(t) =...

Transcribed Image Text:

Consider an electronic amplifier with input voltage v₁(t) and output voltage vo(t). Assume that vo(t) = 8v;(t) + 2. Show that the amplifier does not strictly satisfy the principle of superposition (if we compose vi(t) from two subcomponents, for example, v₁ (t) = V₁₁ (t) + V₁2(t), then the response to v₁ (t) is not the sum of the responses to V₁₁ (t) and V₁2 (t)). Consider an electronic amplifier with input voltage v₁(t) and output voltage vo(t). Assume that vo(t) = 8v;(t) + 2. Show that the amplifier does not strictly satisfy the principle of superposition (if we compose vi(t) from two subcomponents, for example, v₁ (t) = V₁₁ (t) + V₁2(t), then the response to v₁ (t) is not the sum of the responses to V₁₁ (t) and V₁2 (t)).

Answer rating: 100% (QA)

Principle of superposition Homogeneity and additivity are referred to as the principle ... View the full answer