MIL-M-38510-140 Microcircuits, Linear, Monolithic And Hybrid Silicon, Microprocessor Compatible, 12 Bit Analog-To-Digital ConvertersThis specification covers the detail requirements for monolithic and hybrid, microprocessor compatible, 12-bit successive approximation analog-to-digital converters buffered outputs. Two product assurance classes and a choice of case outlines and lead finishes are provided and are reflected in the complete part number. For this product, the requirements of MIL-M-38510 have been superseded by MIL-PRF-38535, see 6.3.

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Subgroup

Symbol

Test no.

Applied voltages ref. pin 9 (figures 6, 8)

Applied digital code-word

DUT digital output

code-word

Active relays

Measurement sense lines ref. pin 9

Equation and notes

Limits

Units

Min

Max

7

VCC

(V)

11

VEE

(V)

1

VDD

(V)

29 <-------------> 40

MSB <------------>LSB

29 <-------------> 16

MSB <------------>LSB

Pin

Value

Unit

4

TA =

+25°C

LE12

397

+15.0

-15.0

+5.0

0100 0000 0000

0100 1111 1111

0100 0000 000φ

010φ φφφφ φφφφ

KA

"

13

"

E585

E586

V

"

LE12 = ((E584+E585)/2-1024*S-E563 +S/2) / S

-.5

.5

LSB

LE13

398

"

"

"

0101 0000 0000

0101 1111 1111

0101 0000 000φ

01φφ φφφφ φφφφ

"

"

"

"

E587

E588

"

"

LE13 = ((E586+E587)/2-1280*S-E563 +S/2) / S

"

"

"

LE14

399

"

"

"

0110 0000 0000

0110 1111 1111

0110 0000 000φ

011φ φφφφ φφφφ

"

"

"

"

E589

E590

"

"

LE14 = ((E588+E589)/2-1536*S-E563 +S/2) / S

"

"

"

LE15

400

"

"

"

0111 0000 0000

0111 1111 1111

0111 0000 000φ φφφφ φφφφ φφφφ

"

"

"

"

E591

E592

"

"

LE15 = ((E590+E591)/2-1792*S-E563 +S/2) / S

"

"

"

LE16

401

"

"

"

1000 0000 0000

1000 1111 1111

1000 0000 000φ

100φ φφφφ φφφφ

"

"

"

"

E593

E594

"

"

LE16 = ((E592+E593)/2-2048*S-E563 +S/2) / S

"

"

"

LE17

402

"

"

"

1001 0000 0000

1001 1111 1111

1001 0000 000φ

10φφ φφφφ φφφφ

"

"

"

"

E595

E596

"

"

LE17 = ((E594+E595)/2-2304*S-E563 +S/2) / S

"

"

"

LE18

403

"

"

"

1010 0000 0000

1010 1111 1111

1010 0000 000φ

101φ φφφφ φφφφ

"

"

"

"

E597

E598

"

"

LE18 = ((E596+E597)/2-2560*S-E563 +S/2) / S

"

"

"

LE19

404

"

"

"

1011 0000 0000

1011 1111 1111

1011 0000 000φ

1φφφ φφφφ φφφφ

"

"

"

"

E599

E600

"

"

LE19 = ((E598+E599)/2-2816*S-E563 +S/2) / S

"

"

"

LE20

405

"

"

"

1100 0000 0000

1100 1111 1111

1100 0000 000φ

110φ φφφφ φφφφ

"

"

"

"

E601

E602

"

"

LE20 = ((E600+E601)/2-3072*S-E563 +S/2) / S

"

"

"

LE21

406

"

"

"

1101 0000 0000

1101 1111 1111

1101 0000 000φ

11φφ φφφφ φφφφ

"

"

"

"

E603

E604

"

"

LE21 = ((E602+E603)/2-3328*S-E563 +S/2) / S

"

"

"

LE22

407

"

"

"

1110 0000 0000

1110 1111 1111

1110 0000 000φ

111φ φφφφ φφφφ

"

"

"

"

E605

E606

"

"

LE22 = ((E604+E605)/2-3584*S-E563 +S/2) / S

"

"

"

LE23

408

"

"

"

1111 0000 0000

1111 1111 1111

1111 0000 000φ

1111 φφφφ φφφφ

"

"

"

"

E607

E608

"

"

LE23 = ((E606+E607)/2-3840*S-E563 +S/2) / S

"

"

"

LE24

409

"

"

"

1111 0000 0000

1111 1011 1111

1111 0000 000φ

1111 1φφφ φφφφ

"

"

"

"

E609

E610

"

"

LE24 = ((E608+E609)/2-3968*S-E563 +S/2) / S

"

"

"

LE25

410

"

"

"

1111 1100 0000

1111 1101 1111

1111 1100 000φ

1111 11φφ φφφφ

"

"

"

"

E611

E612

"

"

LE25 = ((E610+E611)/2-4032*S-E563 +S/2) / S

"

"

"

LE26

411

"

"

"

1111 1110 0000

1111 1110 1111

1111 1110 000φ

1111 111φ φφφφ

"

"

"

"

E613

E614

"

"

LE26 = ((E612+E613)/2-4064*S-E563 +S/2) / S

"

"

"

LE27

412

"

"

"

1111 1111 0000

1111 1111 0111

1111 1111 000φ

1111 1111 φφφφ

"

"

"

"

E615

E616

"

"

LE27 = ((E614+E615)/2-4080*S-E563 +S/2) / S

"

"

"

LE28

413

"

"

"

1111 1111 1000

1111 1111 1011

1111 1111 100φ

1111 1111 1φφφ

"

"

"

"

E617

E618

"

"

LE28 = ((E616+E617)/2-4088*S-E563 +S/2) / S

"

"

"