Integrated circuit fault diagnosis method based on information entropy
An integrated circuit and fault diagnosis technology, applied in the direction of electronic circuit testing, measuring electricity, measuring electrical variables, etc., can solve problems such as limited measuring points, difficult fault diagnosis of analog circuits, and lack of fault models
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Embodiment 1
[0056] Such as figure 1 shown. The second-order Sallenkey band-pass filter in the international standard circuit is selected to verify the information entropy-based integrated circuit fault diagnosis method of the present invention. The nominal parameters of each component of the second-order Sallenkey bandpass filter are: R1=5.18KΩ, R2=1KΩ, R3=2KΩ, R4=R5=4KΩ, RL=10KΩ, C1=C2=5nF. The tolerance range of each component of the second-order Sallenkey band-pass filter circuit is ±5%; use "↑" and "↓" to represent the positive offset and negative offset of the component parameters of the second-order Sallenkey band-pass filter respectively; For example, "R1 10%↑" means that the resistance value of resistor R1 is positively shifted by 10%, such as "C1 10%↓" means that the capacitance value of capacitor C1 is negatively shifted by 10%.
[0057] The test signal in this embodiment is a sinusoidal signal with a frequency of 10kHz and an amplitude of 5V. figure 1 At "Vi" in , the test r...
Embodiment 2
[0073] Such as figure 2 shown. The same places as in Embodiment 1 will not be described again, the difference is that a fourth-order low-pass Chebyshev filter in an international standard circuit is selected to verify the method of the present invention. The nominal parameters of each component of the fourth-order low-pass Chebyshev filter are: R1=26.7KΩ, R2=73KΩ, R3=11.8KΩ, R4=67.8KΩ, RL=10KΩ, C1=4.7nF, C2=10nF, C3=1nF, C4=47nF.
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