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SG7800A/SG7800 SERIES
12/91 Rev 1.3 10/97 LINFINITY Microelectronics Inc.
Copyright 1997 11861 Western Avenue ∞ ∞
∞ ∞
∞ Garden Grove, CA 92841
1(714) 898-8121 ∞∞
∞∞
∞ FAX: (714) 893-2570
POSITIVE FIXED VOLTAGE REGULATOR
The SG7800A/SG7800 series of positive regulators offer self contained,
fixed-voltage capability with up to 1.5A of load current and input voltage up
to 50V (SG7800A series only). These units feature a unique on-chip
trimming system to set the output voltages to within ±1.5% of nominal on the
SG7800A series, ±2.0% on the SG7800 series. The SG7800A versions also
offer much improved line and load regulation characteristics. Utilizing an
improved Bandgap reference design, problems have been eliminated that
are normally associated with the Zener diode references, such as drift in
output voltage and large changes in the line and load regulation.
All protective features of thermal shutdown, current limiting, and safe-area
control have been designed into these units and since these regulators
require only a small output capacitor for satisfactory performance, ease of
application is assured.
Although designed as fixed-voltage regulators, the output voltage can be
increased through the use of a simple voltage divider. The low quiescent
drain current of the device insures good regulation when this method is used.
Product is available in hermetically sealed TO-257, TO-3, TO39 and LCC
packages.
DESCRIPTION FEATURES
••
••
•
Output voltage set internally to ±±
±±
±1.5% on SG7800A
••
••
•Input voltage range to 50V max. on SG7800A
••
••
•Two volt input-output differential
••
••
•Excellent line and load regulation
••
••
•Foldback current limiting
••
••
•Thermal overload protection
••
••
•Voltages available: 5V, 12V, 15V
••
••
•Available in surface mount package
HIGH RELIABILITY FEATURES
- SG7800A/7800
♦♦
♦♦
♦Available to MIL-STD - 883
♦♦
♦♦
♦MIL-M38510/10702BXA - JAN7805T
♦♦
♦♦
♦MIL-M38510/10703BXA - JAN7812T
♦♦
♦♦
♦MIL-M38510/10704BXA - JAN7815T
♦♦
♦♦
♦MIL-M38510/10706BYA - JAN7805K
♦♦
♦♦
♦MIL-M38510/10707BYA - JAN7812K
♦♦
♦♦
♦MIL-M38510/10708BYA - JAN7815K
♦♦
♦♦
♦Radiation data available
♦♦
♦♦
♦LMI level "S" processing available
SCHEMATIC DIAGRAM
SG7800A/SG7800
*
* For normal operation the (VOS) sense pin must be externally connected to the load.