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CDE Cornell Dubilier•1605 E. Rodney French Blvd.•New Bedford, MA 02744•Ph: (508)996-8564•Fax: (508)996-3830• www.cde.com
Type CMR, High-Reliability, Mica Capacitors
Specications
Capacitance is within tolerance when
measured at these frequencies:
1 - 1000 pF @ 1 MHz
> 1000 pF @ 1 Khz
Dissipation Factor limits are below.
Measure dissipation factor at 1 MHz
when the capacitance is 1 pF to 1000
pF, and at 1 kHz when the capacitance
is greater than 1000 pF. Dissipation
factor is equal to DF = 2pfRC, where f
is the test frequency, R is the equivalent
series resistance, and C is the capaci-
tance. For other capacitance values,
see Figure 1.
Capacitance Dissipation Factor
100-1000 pF 0.00075 max at 1 MHz
1100-3300 pF 0.0014 max at 1 kHz
3600-9100 pF 0.0013 max at 1 kHz
10,000 pF 0.0012 max at 1 kHz
Quality Factor (Q) is the reciprocal of
dissipation factor.
Insulation Resistance for capacitanc-
es up to 10,000 pF is greater than 100
G. at 25 ºC, greater then 10 G. at 125
ºC, and greater than 5 G. at 150 ºC. For
other capacitance values and tempera-
tures, see Figure 2.
Withstanding Voltage is two times
the rated voltage, and can be applied
up to 5 seconds without damage.
Temperature Coecient and Capaci-
tance Drift measure the capacitors’
capacitance at 25 ºC, -55 ºC, 25 ºC, 125 ºC
(or 150 ºC) and at 25 ºC after stabilizing
at each temperature. The capaciance
will meet the limits of the Characteristic
table shown in Ordering Information.
Failure Rate: Type CMR capacitors have
specied failure rate levels ranging from
0.01% to 1.0% per 1000 hours. The fail-
ure rate level is established at 90% con-
dence level and is referred to operation-
al life at full rated voltage at maximum
rated temperature.
High Voltage Stabilization: We sub-
ject capacitors with Failure Levels M, P,
and R to a burn-in at twice rated voltage,
at rated temperature, for a minimum of
48 hours. Capacitors that show dam-
age, arcing, breakdown, or low IR are
removed. We reject the lot if more then
8% of the capacitors fail.
Solderability: After an 8-hour steam
aging, coat leads with a rosin ux (R)
and immerse in molten 245 ºC ±5 ºC
60/40 tin/lead solder. Solder coverage
will be no less than 95% when examined
at 10X magnication.
Life Test: Subject the capacitors to
maximum operating temperature (+125
ºC or +150 ºC) with 1.5 times rated volt-
age applied for 10,000 hours. Take
readings and make visual observations
every 2000 hours.
There will be no visual damage and the
capacitors will meet the after-test limits
on the following page.
Resistance to Solvents: Subject the
capacitors to three cycles of 3 minute
immersion in solvent, 10 strokes with
bristle brush and, where applicable,
½ minute in vapor, per MIL-STD-202,
Method 215. Repeat the three cycles for
three solvent mixtures: Isolpropyl alchol
mixture (Solvent 1), azeotrope mixture
(Solvent 3), and water/propylene-glycol
mixture (Solvent 4). The marking will
not rub o or smear and there will be no
visible damage to the capacitor body.
Refer to MIL-STD-202 for details.
Resistance to Soldering Heat: Capac-
itors will meet the requirements of MIL-
STD-202, Method 210 Test Condition G.
Immerse capacitor leads to within .250
inches (6.4 mm) of the body in molten
tin/lead solder (260 ºC ±5 ºC) for 10 ±2
seconds. Allow to cool. Capacitors will
meet the after-test limits on the follow-
ing page.
Marking of capacitors conforms to
method I of MIL-STD-1285, and includes
the type designation, “JAN,” brand,
trademark, source code, date code, rat-
ed voltage, capacitance, capacitance
tolerance, and the highest rated tem-
perature. Small capacitors are marked
with the letter “J”.