Unterschiede
Hier werden die Unterschiede zwischen zwei Versionen angezeigt.
| Beide Seiten der vorigen Revision Vorhergehende Überarbeitung | |||
| electrical_engineering_and_electronics_1:block22 [2026/01/10 10:00] – mexleadmin | electrical_engineering_and_electronics_1:block22 [2026/01/10 10:01] (aktuell) – mexleadmin | ||
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| ====== Block 22 — Negative-feedback Op-Amp Circuits ====== | ====== Block 22 — Negative-feedback Op-Amp Circuits ====== | ||
| - | ===== 22.0.1 Learning objectives | + | ===== 22.0 Intro ===== |
| + | |||
| + | ==== 22.0.1 Learning objectives ==== | ||
| < | < | ||
| After this 90-minute block, you can | After this 90-minute block, you can | ||
| Zeile 18: | Zeile 20: | ||
| </ | </ | ||
| - | ===== 22.0.2 Preparation at Home ===== | + | ==== 22.0.2 Preparation at Home ==== |
| Well, again | Well, again | ||
| Zeile 27: | Zeile 29: | ||
| * ... | * ... | ||
| - | ===== 22.0.3 90-minute plan ===== | + | ==== 22.0.3 90-minute plan ==== |
| - Warm-up (10 min): | - Warm-up (10 min): | ||
| - Quick recall: ideal op-amp model and “golden rules” in negative feedback: \\ $I_{\rm p}\approx 0$, $I_{\rm m}\approx 0$, and (with feedback) $U_{\rm D}=U_{\rm p}-U_{\rm m}\rightarrow 0$. | - Quick recall: ideal op-amp model and “golden rules” in negative feedback: \\ $I_{\rm p}\approx 0$, $I_{\rm m}\approx 0$, and (with feedback) $U_{\rm D}=U_{\rm p}-U_{\rm m}\rightarrow 0$. | ||
| Zeile 68: | Zeile 70: | ||
| - Outlook: differential amplifier as subtraction / common-mode rejection; application circuits (PGA, instrumentation concepts). | - Outlook: differential amplifier as subtraction / common-mode rejection; application circuits (PGA, instrumentation concepts). | ||
| - | + | ==== 22.0.4 | |
| - | ===== 22.0.4 | + | |
| <callout icon=" | <callout icon=" | ||
| * Negative feedback turns a very large (and imperfect) op-amp gain $A_{\rm D}$ into predictable closed-loop behavior: the circuit “chooses” $U_{\rm O}$ so that the differential input voltage $U_{\rm D}=U_{\rm p}-U_{\rm m}$ becomes (almost) zero. | * Negative feedback turns a very large (and imperfect) op-amp gain $A_{\rm D}$ into predictable closed-loop behavior: the circuit “chooses” $U_{\rm O}$ so that the differential input voltage $U_{\rm D}=U_{\rm p}-U_{\rm m}$ becomes (almost) zero. | ||