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TYPE TAP<br />

PLASTIC ENCAPSULATED<br />

TANTALUM CAPACITORS MINIATURE<br />

TYPE SOLID-ELECTROLYTE<br />

CHARACTERISTIC CURVES (continued)<br />

,<br />

1<br />

e<br />

~<br />

.<br />

'0'<br />

/<br />

.0<br />

1 ,"<br />

•<br />

g •<br />

~<br />

• z<br />

0<br />

~ •<br />

~<br />

• §<br />

•<br />

\<br />

IOl2Sb-l----.J" ••......L-,J<br />

=-"--..<br />

TEMPERATURE -C -<br />

,l,-J-l.,o•<br />

......L.,d ••<br />

Fig. 13 vs Ambient Temperature<br />

,<br />

0.1 0.' 0.:5 0.4 0.80.8 I<br />

•<br />

CIRCUIT RESISTANCE £l/V -<br />

Fig. 14 vs Circuit Resistance<br />

Operational Reliability<br />

The reliability is measured by the reject rate.<br />

FR = m<br />

nXh<br />

where m =:; number <strong>of</strong> rejects. n X h = components<br />

X hours.<br />

The reject rate increases with applied voltage<br />

Vn and ambient temperature ilu' and falls with<br />

increased circuit resistance R,. As a result <strong>of</strong><br />

comprehensive life-tests the reject rate has<br />

been determined as a function <strong>of</strong> Vn. il u and Rs.<br />

The reject rate for catastrophic failures for<br />

the particular case can be determined from<br />

Fig. 12 to 14 as follows:<br />

1. Determine the reject rate <strong>of</strong> FR" as a function<br />

<strong>of</strong> the applied voltage from Fig. 12 with<br />

ilu = +85°C and Rs = 3nN.<br />

2. Multiply FR" with the corresponding factor<br />

from Fig. 13 for the actual ambient temperature<br />

to obtain the reject rate FR'.<br />

3. Determine the final reject rate FR as a<br />

function <strong>of</strong> the circuit resistance by multiplying<br />

FR' with the corresponding correction factor<br />

obtained from Fig. 13 (ambient temperature as<br />

parameter).<br />

EXAMPLE: Determination <strong>of</strong> F for<br />

VB = 50% F<br />

R<br />

" = 6.2.10- 8 • h-' (from Fig. 12)<br />

3 U = 125°C F' = 6.2.10- 8 .9. h- 1-<br />

R<br />

(from Fig. 13)<br />

RS = 1nIV F' = 6.2.10-<br />

R<br />

.9.2.8. h-' (from Fig. 14)<br />

FR = 7.56 x 70- 6 • h- 1<br />

16-10

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