LC Noise Filter Effect Using Common Mode Choke Coils (Common Mode)
Here, for capacitor X and the load resistance (Load), in common mode, the phase relationship of the Hi side and Lo side
corresponding to the signal line are equivalent, so no potential difference is generated between the Hi side and the Lo
side.
Therefore, no current flows to capacitor X or load resistance, and it can be omitted as follows.
Also, the characteristic impedance Z0 of a filter composed of self-inductance capacitor Y is given by the following
formula.
As such, it is necessary to match the output impedance of the signal sources. For LDFL002302LS-V0E, conduct SPICE simulation
with the following circuit constants.
For capacitor Y, we use a 1μF ceramic capacitor to create a 7-element SPICE MODEL
Each component | Circuit | Numerical value of the equivalent circuit (input values) |
stray capacitance | C | 2.1pF |
iron loss(Loss of magnetic material) | R | 11.6kΩ |
Self-inductance | L | 15.0mH |
coupling coefficient | k | 0.9996333 |
copper loss(Loss of wire) | DCR | 30mΩ |
Dummy resistance | Rd | 1GΩ |
Output resistance | R-Out | 87Ω |
For common mode, a low-pass filter is formed by the self-inductance of the common mode coil and capacitor Y. The cutoff
frequency Fc can be expressed by the following formula.
From the above, we show the results of comparison between actual measurement values and SPICE simulations when LDFL002302LS-V0E and a 1μF
semi-capacitor are combined.
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