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January 1995 2
Philips Semiconductors Product specification
Dual 4-channel analogue multiplexer/demultiplexer HEF4052B
MSI
DESCRIPTION
The HEF4052B is a dual 4-channel
analogue multiplexer/demultiplexer
with common channel select logic.
Each multiplexer/demultiplexer has
four independent inputs/outputs
(Y0to Y3) and a common input/output
(Z). The common channel select logic
includes two address inputs (A0and
A1) and an active LOW enable input
(E).
Both multiplexers/demultiplexers
contain four bidirectional analogue
switches, each with one side
connected to an independent
input/output (Y0to Y3) and the other
side connected to a common
input/output (Z).
With E LOW, one of the four switches
is selected (low impedance ON-state)
by A0and A1. With E HIGH, all
switches are in the high impedance
OFF-state, independent of A0and A1.
VDD and VSS are the supply voltage
connections for the digital control
inputs (A0,A
1
and E). The VDD to
VSS range is 3 to 15 V. The analogue
inputs/outputs (Y0to Y3, and Z) can
swing between VDD as a positive limit
and VEE as a negative limit.
VDD −VEE may not exceed 15 V.
For operation as a digital
multiplexer/demultiplexer, VEE is
connected to VSS (typically ground).
Fig.1 Functional diagram.
PINNING
FAMILY DATA,
IDD LIMITS category MSI
See Family Specifications
Y0A to Y3A independent inputs/outputs
Y0B to Y3B independent inputs/outputs
A0, A1address inputs
E enable input (active LOW)
ZA, ZBcommon inputs/outputs
HEF4052BP(N): 16-lead DIL; plastic
(SOT38-1)
HEF4052BD(F): 16-lead DIL; ceramic
(cerdip)
(SOT74)
HEF4052BT(D): 16-lead SO; plastic
(SOT109-1)
( ): Package Designator North America
Fig.2 Pinning diagram.