The OP
Published on 2020-10-9 01:43
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This post is from Analog electronics
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I just got home from the National Day holiday, so I’m late in replying.
The transfer function of the above circuit can be written directly based on the circuit:
H(s)=[Rp||(1/sCp)] / [Rs+(1/sCs)+(Rp||(1/sCp))]
That is, the voltage division of the series connection part of the resistor and capacitor and the parallel connection part of the resistor and capacitor.
Simplifying the above equation will give you the result you see.
If we further simplify the complex fraction, we can get a function form that is consistent with the standard form.
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Published on 2021-10-29 07:41
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Published on 2020-10-9 09:46
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This post is from Analog electronics
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This post is from Analog electronics
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This circuit ensures that the drain currents of the two MOS tubes are equal. To make the current of the right tube I, the drain resistance of the left tube should be 5V minus the MOS tube turn-on voltage (strictly speaking, it should be minus the transconductance multiplied by the drain current) divided by the required drain current.
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Published on 2020-10-9 12:43
This circuit ensures that the drain currents of the two MOS tubes are equal. To make the current of the right tube I, the drain resistance of the left tube should be 5V minus the MOS tube turn-on voltage (strictly speaking, it should be minus the transconductance multiplied by the drain current) divided by the required drain current.
Details
Published on 2020-10-9 12:36
This circuit ensures that the drain currents of the two MOS tubes are equal. To make the current of the right tube I, the drain resistance of the left tube should be 5V minus the MOS tube turn-on voltage (strictly speaking, it should be minus the transconductance multiplied by the drain current) divided by the required drain current.
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Published on 2020-10-9 12:34
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Published on 2020-10-9 12:34
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This post is from Analog electronics
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Published on 2020-10-9 12:36
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This post is from Analog electronics
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Published on 2020-10-9 12:43
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This post is from Analog electronics
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This post is from Analog electronics
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Published on 2020-10-9 15:20
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This post is from Analog electronics
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This post is from Analog electronics
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Parameters such as the MOS tube turn-on voltage and transconductance are determined by the manufacturing process. Once the tube is manufactured, these parameters are determined and cannot be modified from the outside. They can only be measured using certain methods.
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Published on 2020-10-10 09:33
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Published on 2020-10-10 09:33
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This post is from Analog electronics
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Published on 2020-10-10 14:00
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This post is from Analog electronics
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This post is from Analog electronics
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This post is from Analog electronics
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I mean if we know the parameters of the MOS tube, we can get I. Specifically, the electron mobility, gate capacitance, and gate width-to-length ratio are known when designing the MOS tube. After the MOS tube is made, its turn-on voltage is also known. At this time, only ID and VGS are left in the two equations, and we can solve the equation.
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Published on 2020-10-10 19:19
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Published on 2020-10-10 19:19
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This post is from Analog electronics
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Happy National Day, teacher! I have a question that has stuck for many days. It is not a question about this floor, but a question about frequency response. Since I cannot send pictures in private messages, I am asking you here. I hope to get your advice. The transfer function derived from the following circuit is different from the standard form of zeros and poles (of course, it is not ruled out
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Published on 2021-10-4 22:53
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This post is from Analog electronics
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I just got home from the National Day holiday, so I am late in replying. The transfer function of the above circuit can be directly written based on the circuit: H(s)=[Rp||(1/sCp)] / [Rs+(1/sCs)+(Rp||(1/sCp))] That is, the voltage division of the resistor and capacitor in series and the resistor and capacitor in parallel. Simplifying the above formula, you can get
Details
Published on 2021-10-29 07:41
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Published on 2021-10-29 07:41
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This post is from Analog electronics
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This post is from Analog electronics
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