Electrical characteristics – Diodes AP432_A User Manual

Page 3

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AP432/AP432A

Document number: DS31003 Rev. 18 - 2

3 of 15

www.diodes.com

September 2012

© Diodes Incorporated

AP432/AP432A


Electrical Characteristics

(@T

A

= +25°C, unless otherwise specified.)

Symbol Parameter

Test

Conditions

Min

Typ

Max

Unit

V

REF

Reference

voltage

V

KA

= V

REF

,

I

KA

= 10mA (Figure 1)

AP432
AP432A

1.227
1.233

1.24

1.252
1.246

V

V

REF

Deviation of reference input voltage over
temperature
(Note 4)

V

KA

= V

REF

, I

KA

= 10mA,

Ta = Full range (Figure 1)

3.0 20 mV

ΔV

REF

ΔV

KA

Ratio of the change in reference voltage to
the change in cathode voltage

I

KA

= 10mA (Figure 2)

V

KA

= 20 ~ V

REF

-1.4 -2.0 mV/V

I

REF

Reference input current

R1 = 10K

Ω,R2 = ∞ I

KA

= 10mA (Figure 2)

1.4 3.5 µA

αI

REF

Deviation of reference input current over
temperature

R1 = 10K

Ω,R2 = ∞ I

KA

= 10mA

T

A

= Full range (Figure 2)

0.4 1.2 µA

I

KA(MIN)

Minimum cathode current for regulation

V

KA

= V

REF

(Figure 1)

0.15 0.3 mA

I

KA(OFF)

Off-state

current

V

KA

= 36V, V

REF

= 0V (Figure 3)

0.1 1.0 µA

|Z

KA

|

Dynamic output impedance
(Note 5)

V

KA

= V

REF

V

KA

= V

REF

ΔI

KA

= 0.1mA ~ 15mA

Frequency

1KHz (Figure 1)

0.2 0.5

V

MAX

V

MIN

T

I

T

2

Temperature

V

DEV

= V

MAX

- V

MIN


Notes: 6. Deviation of reference input voltage, V

DEV

, is defined as the maximum variation of the reference over the full temperature range.

The average temperature coefficient of the reference input voltage

αV

REF

is defined as:

1

T

2

T

6

10

)

C)

(25

REF

V

DEV

V

(

REF

V

α

°

=

……………………..……………….. (

)

C

ppm

°

Where:

T2 – T1 = full temperature change.
αV

REF

can be positive or negative depending on whether the slope is positive or negative.

Notes: 7. The dynamic output impedance, R

Z

, is defined as:

KA

I

KA

V

KA

Z

Δ

Δ

=


When the device is programmed with two external resistors R1 and R2 (see Figure 2.), the dynamic output impedance of the overall circuit, is
defined as:

)

R2

R1

(1

KA

Z

i

v

'

KA

Z

+

Δ

Δ

=




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