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PS320/PS321/PS322

Precision, Dual-Supply Analog Switches

3

PS8183D

01/11/01

Notes:

1.

The algebraic convention, where the most negative value is a minimum and the most positive is a maximum, is used in this data sheet.

2.

Typical values are for DESIGN AID ONLY, not guaranteed or subject to production testing.

3.

Guaranteed by design

4.

5.

Flatness is defined as the difference between the maximum and minimum value of on-resistance measured.

6.

Leakage parameters are 100% tested at maximum rated hot temperature and guaranteed by correlation at +25ºC.

7.

r

e

t

e

m

a

r

a

Pl

o

b

m

y

Ss

n

o

i

t

i

d

n

o

C.

p

m

e

T

)

C

°

(

.

n

i

M

)

1

(

.

p

y

T

)

2

(

.

x

a

M

)

1

(

s

t

i

n

U

t

u

p

n

I

c

i

g

o

L

h

t

i

w

t

n

e

r

r

u

C

t

u

p

n

I

h

g

i

H

e

g

a

t

l

o

V

t

u

p

n

I

N

I

I

V

0

=

s

r

e

h

t

o

l

l

a

,

V

5

.

3

=

l

l

u

F

5

.

0

–5

0

0

.

05

.

0

A

m

h

t

i

w

t

n

e

r

r

u

C

t

u

p

n

I

w

o

L

e

g

a

t

l

o

V

t

u

p

n

I

N

I

I

+

V

=

s

r

e

h

t

o

l

l

a

,

V

0

=5

.

0

–5

0

0

.

05

.

0

t

u

p

n

I

h

g

i

H

c

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g

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e

g

a

t

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o

V

N

I

+

V

–

=

–

V

,

%

0

1

±

V

5

=

+

V5

.

3

V

+

V

–

=

–

V

,

V

8

<

+

V

<

V

3+

V

6

.

0

t

u

p

n

I

w

o

L

c

i

g

o

L

e

g

a

t

l

o

V

N

I

+

V

–

=

–

V

,

%

0

1

±

V

5

=

+

V1

+

V

–

=

–

V

,

V

8

<

+

V

<

V

3+

V

3

.

0

c

i

m

a

n

y

D

e

m

i

T

n

O

-

n

r

u

O

V

M

O

C

,

V

3

±

=

2

e

r

u

g

i

F

5

25

60

5

1

s

n

l

l

u

F5

7

1

e

m

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T

f

f

O

-

n

r

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Tt

F

F

O

5

25

30

0

1

l

l

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F0

5

1

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M

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r

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f

e

B

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k

a

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y

a

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)

3

(

3

S

P2

2l

n

30

3

e

r

u

g

i

F

,

F

p

5

5

2

25

n

o

i

t

c

e

j

n

I

e

g

r

a

h

C

)

3

(

,

F

n

1

=V

N

E

G

R

,

V

0

=

N

E

G

0

=

Ω,4

e

r

u

g

i

F8

2

1C

p

n

o

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t

a

l

o

s

I

f

f

O

)

7

(

R

I

Ω C

,

L

=

f

,

F

p

5

=z

H

M

1,

e

r

u

g

i

F5

2

7

–

B

d

k

l

a

t

s

s

o

r

CX

K

L

A

T

0

5

=

Ω C

,

L

=

f

,

F

p

5

=z

H

M

1,

6

e

r

u

g

i

F5

8

–

f

f

O

O

N

r

o

C

N

e

c

n

a

t

i

c

a

p

a

C

C

)

F

F

O

(

z

H

M

1

=

f,

7

e

r

u

g

i

F9

F

p

f

f

O

M

O

C

e

c

n

a

t

i

c

a

p

a

C

C

)

F

F

O

(

M

O

C

z

H

M

1

=

f,

7

e

r

u

g

i

F9

n

O

M

O

C

e

c

n

a

t

i

c

a

p

a

C

C

)

N

O

(

M

O

C

z

H

M

1

=

f,

8

e

r

u

g

i

F2

2

y

l

p

p

u

S

e

g

n

a

R

y

l

p

p

u

S

-

r

e

w

o

P–

V

,

+

V7

.

2

±8

±V

y

l

p

p

u

S

e

v

i

t

i

s

o

P

t

n

e

r

r

u

C

+

I

V

,

V

5

.

5

–

=

-

V

,

V

5

.

5

=

+

V

N

I

,

+

V

r

o

V

0

=

f

f

o

r

o

n

o

s

l

e

n

n

a

h

c

l

l

A

5

20

85

2

1

A

m

l

l

u

F0

0

2

y

l

p

p

u

S

e

v

i

t

a

g

e

N

t

n

e

r

r

u

C

–

I

5

25

2

1

–0

8

–

l

l

u

F0

0

2

–