Solve for the gain. Plot frequency response for the following amplifier circuit.
AI Model Results:
- Grok 4: Share Link (considers parasitic capacitance Cπ ≈ 50 pF, Cμ ≈ 2 pF) - gives (188 kHz)
- Claude: gives 188 kHz,
- ChatGPT 5: Share Link gives 187 kHz
- Gemini 2.5 Pro: Share Link gives 188 kHz
Note: Lower cut-off comes from coupling capacitors (not shown here). assuming 1.0 μF
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1. React (Claude) - AIStudio - Python w/ Matplotlib - Colab - Plot
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我用Claude計算電晶體放大器,得出頻率響應理論值 2.4 MHz。然後我給他一組Grok 算出來的數據是 125 kHz,兩者差了20倍。
我沒有跟Claude 說這組數據哪裡來的,他稱讚我的數據是應該是用Spice 專業軟體跑出來的,而且提醒我他的計算是根據純理論,因為Spice 可以考慮更多細節去電路模擬,所以Claude認為我的數據比較值得參考。
接下來我跟他講這組數據是 Grok 4 算的,Claude 馬上變換語氣,說頻率響應不可能是125 kHz,業界標準至少在1 MHz 以上,說Grok:
- Does not make any sense (完全沒有道理)
- Against common sense (違背常識)
- Distrust (不值得信賴)
可是剛剛不是還在稱讚「我的模擬」做得好?以前Claude 還會稱讚別家的AI有什麼優勢,現在看起來不演了。
Amplifier Circuit Analysis
Solve for the gain, plot freq response.
- Hybrid-π Model, With bypass capacitors, without ignoring base current loading effects on bias networks, Av=-165 (Share including frequency response).
- -194 for Vc vs. Vbase, Ibase ignored (Share)
Gemini 2.5 Pro gain & lower cut off freq match Claude, 4kHz.
Solve for the gain. Plot frequency response for the following amplifier circuit.
Analysis with Cπ = 22.1 pF, Cμ = 3.0 pF
Analysis with Cπ = 22.1 pF, Cμ = 3.0 pF:
- Bode plot, fH = 10.46 MHz, RE not bypassed
Two-Stage Amplifier Analysis
Solve for the gain, plot frequency response.
- Artifact, Share (Cπ2=15 pF, Cμ2=3pF). Result: freq response, gain=8513, low cut off=46.5 Hz, high cut off=312kHz
- Gemini: Result gain=8509, low cut off=46.5 Hz, high cut off=296 kHz @Cπ2=15 pF, Cμ2=3pF (good match!)
- Artifact, Share. Result: gain=8559 (Hybrid-π Model, With bypass capacitors, without ignoring base current loading effects)
- Artifact. Result: gain=9460 (Ignored base current loading effects)
- comprehensive comparison simplified, do not ignore bias network, do not ignore base current
- You'd better not. (calculated by AIStudio)
Design a Two-Stage BJT Amplifier
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