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B32674 Datasheet(PDF) 29 Page - EPCOS

No. de pieza B32674
Descripción Electrónicos  Film capacitors
PDF  43 Pages
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Fabricante Electrónico  EPCOS [EPCOS]
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B32674 Datasheet(HTML) 29 Page - EPCOS

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29 3/23
Please read Cautions and warnings and
Important notes at the end of this document.
Metallized polypropylene film capacitors (MKP)
B32674 ... B32678
MKP DC link – high power series
Self Heating by power dissipation & equivalent heat coefficient
The IRMS and consequently the power dissipation must be limited during operation in order to not
exceed the maximum limit of T allowed for this series. Tmax given for this series is equal or lower
than 20
°C at rated temperature (70 °C), for higher ambient temperatures Tmax (T) will have the
same derating factor than IRMS versus temperature and then an equivalent derating as per:
Tmax (T) = (Factor)2
×T (70 °C).
For any particular IRMS the T may be calculated by:
T (
°C) = Pdis(mW) / G(mW/°C).
Where T (
°C) is the difference between the temperature measured on the box (see Figure 1) and
the ambient temperature when capacitor is working during normal operation;
T (
°C) = Top(°C) – TA(°C).
It represents the increasing of temperature provoked by the IRMS during operation.
G (mW/
°C) istheequivalentheat coefficientdescribedaboveandPdis(mW) is thedissipatedpower
defined by:
Pdis (mW) = ESRtyp (m
Ω) × IRMS2(ARMS).
Example for thermal calculation:
We will take as reference B32678G8156K (15 μF/875 V) type for thermal calculation.
Considering the following load and capacitor characteristics:
IRMS : 15 ARMS at 20 kHz
TA: 85
°C
30
× 50 × 57.5 box
G (mW/
°C): 145
Then we have to find the ESRtyp at 20 kHz what is approximately 4.0 m.
So according to
Pdis (mW) = ESRtyp (m)
× IRMS2(ARMS)
we have the following:
Pdis (mW) = 4.0 m
Ω × 15 ARMS2= 900 mW
And as per
T (
°C) = Pdis(mW) / G (mW/°C)
we have the following:
T (
°C) = 900 (mW) / 145 (mW/°C) = 6.2 °C.
What is below of the
Tmax (85
°C) = (Factor)2× T (70 °C) = (0.7)2× 20 °C = 9.8 °C.
On the other hand we may confirm that max IRMS at 20 kHz at 70
°C = 26.5 ARMS
And then max IRMS for 85
°C of ambient temperature is defined as follows:
IRMS (85
°C) = Factor × IRMS(70 °C) = 0.7 × 26.5 ARMS= 18.55 ARMS.
What confirms once again that IRMS (15 ARMS at 20 kHz at 85 °C) is below the max specified for
such frequency and ambient temperature.



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