Switching Noise
Effective Use of Decoupling Capacitors, Other Matters to be Noted
2019.01.24
Points of this article
・The relationship between the Q factor and the frequency-impedance characteristic should be understood to use capacitors with different Q factors selectively according to the objective.
・For a high-Q capacitor, the impedance drop is sharp in a narrow band. A low-Q capacitor has a more gentle decline over a broader frequency band.
・The thermal relief pattern of a wiring board and other factors cause inductance components to be increased, shifting the resonance frequency to the low-frequency side.
・Trial mounting when studying noise countermeasures may not result in the effect obtained for the modified board during studies, if the mounting method is not in keeping with the actual modifications.
・If the capacitance change rate is large, the resonance frequency may shift, and noise attenuation at the desired frequency may not be obtained.
・In applications with harsh or fluctuating temperature conditions, the possibility of using capacitors with better temperature characteristics, such as devices with CH/C0G characteristics, should be studied.
In the previous article, in succession to point 1, “Using multiple decoupling capacitors” in “Dealing with Noise Using Capacitor”, we explained point 2, ” Reducing the capacitor ESL”. In this article, we explain the final point, “Other matters to be noted”.
・Effective Use of Decoupling (Bypass) Capacitors Point 1
・Point 2: Reducing the capacitor ESL (equivalent series inductance)
・Other matters to be noted
Effective Use of Decoupling Capacitors: Other Matters to be Noted
① Ceramic capacitors with a high Q factor
Capacitors have a characteristic value called a Q factor, or simply Q. The following graphs show the relationship between Q and the frequency-impedance characteristic.
When Q is high, the impedance becomes extremely low in a specific narrow band. When Q is low, the impedance does not fall in this extreme manner, but the impedance can be lowered over a broad band. This characteristic is useful for conformance to a specific EMC standard. For example, when using a capacitor that has large variation in the electrostatic capacitance, if the Q factor is high, there is the possibility that the capacitor cannot eliminate noise at the targeted frequency. In such cases, there is the option of using a low-Q capacitor to suppress the effect of such variation.
③ Virtual capacitor mounting when studying countermeasures
After prototyping, measures to counter high-frequency noise are necessary, and the addition of small-value capacitors may be studied. At this time, if capacitors are mounted on a large-value capacitor as shown below (in the example on the left), an excess inductance component is added in the vertical direction, and so the effect of adding the capacitors is not adequately exhibited. In the center example, although not conflicting with the reasoning that “small-value capacitors are brought as close as possible to a noise source”, in actuality the impedance differs from that of the PCB layout for modification. The best method is to study the possibility of placing the capacitors as close as possible to where the modification is actually to be made (example on the right).
It is also possible that a noise countermeasure may be sufficient at the time of noise tests, but ultimately be inadequate when mounted on the modified PCB. Hence actual mounting must be taken into consideration from the start.
④ Capacitance change rate of capacitors
If the capacitance change rate of a capacitor used to deal with noise is high, there may be large fluctuations in the resonance frequency, so that fluctuations and variation may occur in the band to be attenuated, and it may be difficult to achieve the intended noise suppression. Noise countermeasures that require large attenuation in a narrow band require special attention. The following table indicates actual capacitance values for different capacitance change rates and the resulting resonance frequency. The table indicates that, depending on conditions of use, there are many cases in which changes in capacitance cannot be tolerated.
Capacitance change rate (%) | Capacitance(pF) | Resonance frequency(MHz) |
---|---|---|
+20 | 1,200 | 145 |
+10 | 1,100 | 152 |
+5 | 1,050 | 155 |
±0 | 1,000 | 159 |
-5 | 950 | 163 |
-10 | 900 | 168 |
-20 | 800 | 178 |
* Calculated assuming L = 1 nH
⑤ Temperature characteristics of capacitors
It is well known that the characteristics of capacitors fluctuate with temperature. At present, there aren’t standardized EMC tests with temperature characteristics, but there are capacitors that, depending on the application, must be used at high or at low temperatures, or that are used under conditions and in environments in which large temperature changes occur.
In such cases, there is a high probability of the occurrence of problems such as those described in ④ above, on the capacitance change rate, and so care must be taken to use capacitors with better temperature characteristics, such as those with CH or C0G characteristics, for noise countermeasures, insofar as possible.
Information on Downloading Technical Documents
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List of articles related to the「Effective Use of Decoupling Capacitors, Other Matters to be Noted」
- Dealing with Noise Using Capacitors
- Understanding the Frequency Characteristics of Capacitors, Relative to ESR and ESL
- Measures to Address Noise Using Capacitors
- Effective Use of Decoupling (Bypass) Capacitors Point 1
- Effective Use of Decoupling Capacitors Point 2
- Effective Use of Decoupling Capacitors, Summary
Download Technical Documents
Downloadable materials, including lecture materials from ROHM-sponsored seminars and a selection guide for DC-DC converters, are now available.
Switching Noise
- Procedures in Noise Countermeasures
- What is EMC?
-
Dealing with Noise Using Capacitors
- Understanding the Frequency Characteristics of Capacitors, Relative to ESR and ESL
- Measures to Address Noise Using Capacitors
- Effective Use of Decoupling (Bypass) Capacitors Point 1
- Effective Use of Decoupling Capacitors Point 2
- Effective Use of Decoupling Capacitors, Other Matters to be Noted
- Effective Use of Decoupling Capacitors, Summary
-
Dealing with Noise Using Inductors
- Frequency-Impedance Characteristics of Inductors and Determination of Inductor’s Resonance Frequency
- Basic Characteristics of Ferrite Beads and Inductors and Noise Countermeasures Using Them
- Dealing with Noise Using Common Mode Filters
- Points to be Noted: Crosstalk and Noise from GND Lines
- Summary of Dealing with Noise Using Inductors
- Other Noise Countermeasures
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Basics of EMC – Summary