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SELENIUM CONTACT PROTECTORS<br />

Figure 5 shows the change in reo<br />

verse resistance with application<br />

<strong>of</strong> reverse voltage to a typical<br />

sem iconductor contact - protector<br />

cell. At the working voltage <strong>of</strong> 24<br />

volts, the reverse resistance is approximately<br />

1 megohm, When S,<br />

is opened, the voltage across the<br />

coil b.uilds up to approximately<br />

-200 volts, At this voltage the reverse<br />

resistance <strong>of</strong> cell B will be<br />

less than 500 ohms, Much <strong>of</strong> the<br />

stored energy is dissipated in this<br />

low-resistance region <strong>of</strong> the cell<br />

c ha racteri stic.<br />

As the energy is dissipated and<br />

the current decreases, the induced<br />

voltage also decreases, The remainder<br />

<strong>of</strong> the stored energy is<br />

d i ssi pated ina h igher-resista nce<br />

region than initially. For example,<br />

as the Induced voltage decays to<br />

-25 volts, the cell resistance rises<br />

to approximately one megohm.<br />

Thus the effect <strong>of</strong> the nonlinear<br />

resistance <strong>of</strong> cell B is to provide,<br />

at the instant <strong>of</strong> switching, a path<br />

<strong>of</strong> relatively low resistance to prevent<br />

the induced voltage from rising<br />

to a value which will cause<br />

arcing. As the stored energy is<br />

dissipated the low resistance in-<br />

creases, due to the nature <strong>of</strong> the<br />

cell characteristics, and provides<br />

a damping effect on the discharge<br />

current. The result is to reduce<br />

the coil release time as compared<br />

to the action <strong>of</strong> the half-wave-type<br />

contact protector,<br />

Figure 6. Oscillograph trace voltage<br />

across a set <strong>of</strong> contacts breaking<br />

the circuit <strong>of</strong> a 48-volt telephone<br />

relay, without contact protection.<br />

Sparking tlegins at 300<br />

volts (see oscillations), continues<br />

as contacts are separated and<br />

rises to a voltage peak at 500 volts.<br />

Voltage decay is exponential.<br />

Figure 7. Oscillograph trace <strong>of</strong><br />

voltage across same set <strong>of</strong> contacts,<br />

protected by <strong>ITT</strong> half-wave<br />

semiconductor contact protector.<br />

Figure 8. Oscillograph trace <strong>of</strong><br />

voltage across same set <strong>of</strong> contacts,<br />

protected by <strong>ITT</strong> back-toback<br />

semiconductor contact protector.<br />

10·<br />

J<br />

10' L<br />

I<br />

I<br />

10·<br />

10'<br />

L V<br />

L<br />

10'<br />

-150 -100 - ,0<br />

vOLTAGE<br />

FIG.5<br />

/<br />

~<br />

FFRr=++=1<br />

[E~<br />

o 10 20 a 10 20<br />

TIME MILLISECONDS<br />

FIG.6 FIG.7 FIG.8<br />

Back-to-back configuration for<br />

AC applications<br />

The back-to-back configuration is<br />

readily adapted to use in AC circuits<br />

by providing the same number<br />

<strong>of</strong> cells in each arm <strong>of</strong> the<br />

device. The number <strong>of</strong> cells in<br />

series per arm will depend on the<br />

applied AC voltage. The requirement<br />

for the same number <strong>of</strong> cells<br />

in each arm arises from the fact<br />

that both arms alternately are required<br />

to block the input voltage.<br />

This arrangement differs from the<br />

DC back-to-back configuration in<br />

which one arm has sufficient cells<br />

to block the battery voltage and<br />

the other has only one or two cells<br />

to provide the surge suppression.<br />

Factors relating to the opening<br />

<strong>of</strong> inductive circuits<br />

It can be shown mathematically<br />

that the time required for the coil<br />

current to drop to zero, after the<br />

switch contacts have opened, is<br />

inversely proportional to the sum<br />

<strong>of</strong> the coil resistance and protector<br />

resistance. Also, the magnitude<br />

<strong>of</strong> the voltage induced in the<br />

coil at the instant <strong>of</strong> switching is<br />

directly proportional to the sum<br />

<strong>of</strong> these resistances.<br />

When the circuit energizing an inductance<br />

is opened the polarity<br />

<strong>of</strong> the voltage across the coil is<br />

reversed and is indicated by the<br />

equation E = - L9i<br />

dt<br />

After the circuit opens, and assuming<br />

no arcing occurs, the time<br />

for the cu rrent to fa II to a percentage<br />

<strong>of</strong> its initial value is given by<br />

the following equation:<br />

t=~log~<br />

RL+r EI<br />

When R = Coil resistance<br />

r = Forward resistance <strong>of</strong><br />

rectifier<br />

L = Indudance <strong>of</strong> coil<br />

t = Time for current to<br />

decrease to i<br />

i = Current at time t<br />

I = Steady-state current<br />

through the coil<br />

E = Supply voltage<br />

I<br />

12-5

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