Exam 15: Active Filters

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  Figure 1 Stage 1: DF = 1.848 and R<sub>1</sub>/R<sub>2 </sub>= 0.152; stage 2: DF = 0.765 and R<sub>3</sub>/R<sub>4 </sub>=1.235. -Refer to Figure 1 with values as given. R3 should have a value of Figure 1 Stage 1: DF = 1.848 and R1/R2 = 0.152; stage 2: DF = 0.765 and R3/R4 =1.235. -Refer to Figure 1 with values as given. R3 should have a value of

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The damping factor, DF, affects an active filter's response characteristics.

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The Chebyshev filter is noted for its flat response in the passband.

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The critical frequency of a high- pass filter is where the response is

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A high Q bandpass filter

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The biquad filter has

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The Q of a band- pass filter is inversely proportional to the damping factor.

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A basic RC (one R, oneC)filter has a -20dB/decade roll- off.

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  Figure 4 A test of a filter using an oscilloscope -Refer to Figure 4. The signal on the X channel of the oscilloscope is a(n) Figure 4 A test of a filter using an oscilloscope -Refer to Figure 4. The signal on the X channel of the oscilloscope is a(n)

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  Figure 4 A test of a filter using an oscilloscope -Refer to Figure 4. The input signal to the filter (Vin)is a(n) Figure 4 A test of a filter using an oscilloscope -Refer to Figure 4. The input signal to the filter (Vin)is a(n)

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  Figure 1 Stage 1: DF = 1.848 and R<sub>1</sub>/R<sub>2 </sub>= 0.152; stage 2: DF = 0.765 and R<sub>3</sub>/R<sub>4 </sub>=1.235. -Refer to Figure 1. Assume Vin = 1.0 Vpp sine wave at 20 kHz. At this frequency, Vout is approximately Figure 1 Stage 1: DF = 1.848 and R1/R2 = 0.152; stage 2: DF = 0.765 and R3/R4 =1.235. -Refer to Figure 1. Assume Vin = 1.0 Vpp sine wave at 20 kHz. At this frequency, Vout is approximately

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  Figure 1 Stage 1: DF = 1.848 and R<sub>1</sub>/R<sub>2 </sub>= 0.152; stage 2: DF = 0.765 and R<sub>3</sub>/R<sub>4 </sub>=1.235. -Refer to Figure 1 with values as given. R1 should have a value of Figure 1 Stage 1: DF = 1.848 and R1/R2 = 0.152; stage 2: DF = 0.765 and R3/R4 =1.235. -Refer to Figure 1 with values as given. R1 should have a value of

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  Figure 3 -Refer to Figure 3. The last stage is Figure 3 -Refer to Figure 3. The last stage is

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The bandwidth of a basic band- pass filter is measured between the center frequency and a critical frequency.

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  Figure 2 Note that the capacitors have different values. -Refer to Figure 2. Assume section 1 and section 2 are exchanged. This will Figure 2 Note that the capacitors have different values. -Refer to Figure 2. Assume section 1 and section 2 are exchanged. This will

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