I am new to electronics. I am watching this video.
At 5:48, you can see the high pass filter:
I understand the high pass filter, look at this:
Then, I thought the first circuit should be like this:
Do I misunderstand anything?
Electrical Engineering Stack Exchange is a question and answer site for electronics and electrical engineering professionals, students, and enthusiasts. It only takes a minute to sign up.
Sign up to join this communityI am new to electronics. I am watching this video.
At 5:48, you can see the high pass filter:
I understand the high pass filter, look at this:
Then, I thought the first circuit should be like this:
Do I misunderstand anything?
The capacitor has a complex resistance which is defined by: $$X_{c}=\frac{1}{2\pi fC}$$ This means that high frequencies are "passed through" the capacitor (f is high, so Xc is low). The resistor with the value of 100k is there to set a minimum resistance. So in combination with the 680k resistor, a gain of 6.8 is set. That means that for higher frequencies, the gain is 6.8 and for lower frequencies this circuit will decrease its gain
Yes, you have a misunderstanding.
First and foremost, since there is a capacitor in series with the circuit, you can already determine that the capacitor will block any DC and pass only AC, so it is a high pass filter, even without looking further.
The second thing is that there is an op-amp in the circuit, and since that signal connects to an inverting op-amp circuit, effectively the op-amp inverting input can be thought of as a virtual ground - although in this circuit it's not ground because this is a single supply circuit, so the virtual half-voltage supply is set via the positive op-amp input. In a simpler example with dual power supplies it could be the virtual ground.
The modifications you present to the circuit would throw off the feedback and DC biasing, making the circuit not to work as intended.
Do I misunderstand anything?
You misunderstand that in this circuit, pin 2 of the op-amp (the inverting input) is a "virtual ground". This is made so by negative feedback. Negative feedback keeps pin 2 at the same voltage level as pin 3 (the non-inverting input). This means that current flow is needed through the 1 nF capacitor to produce an output voltage but, at 0 Hz, the impedance of a capacitor is infinite hence, there can be no current flow. Hence, it's a high-pass filter.
Because the input pin (2) is a virtual earth, the 100 kΩ resistor is ineffective as a filter component.