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nWLKCbX90UtxGjr9jgGQWAI4SiisqbbjK/9aIyi3zVfKUht38Z/iBFFaFNfwZId7f6HBydzD+56AUUUV1VFapJLu/zZtLp6L8j/2Q==)
800-ECLIPTEK www.ecliptek.com for latest revision Specifications subject to change without notice.
EC13 00 HS ET T TS - 50.000M - G TR
FREQUENCY TOLERANCE / STABILITY
00=±100ppm Maximum (Standard)
45=±50ppm Maximum, 25=±25ppm Maximum
20=±20ppm Maximum
PACKAGE
HS=Half Size 8 Pin DIP
OPERATING TEMP. RANGE
Blank=0°C to 70°C (Standard), ET=-40°C to 85°C
DUTY CYCLE
Blank=50 ±10(%) (Standard), T=50 ±5(%)
PACKAGING OPTIONS
TR= Tape & Reel (only offered with
Half Size G and Half Size G2 Options)
AVAILABLE OPTIONS
Blank=None (Standard)
CLXXX=Custom Lead Length
G=Half Size Gull Wing
G2=Half Size Gull Wing
FREQUENCY
OUTPUT CONTROL FUNCTION
Blank=None (No Connection on Pin 1)
TS=Tri-State Enable High
PART NUMBERING GUIDE
Line 1: ECLIPTEK
Line 2: EC13 TS
Output Control Function
Blank = None (No Connection on Pin 1)
TS = Tri-State Enable High
Series Designator
Line 3: XX.XXX M
Frequency in MHz
(5 Digits Maximum + Decimal)
Line 4: XX Y ZZ
Week of Year
Last Digit of Year
Ecliptek Manufacturing Identifier
Note: Pin 1 shall be designated with a dot
Ø
MANUFACTURER CATEGORY
SERIES
PACKAGE
VOLTAGE
CLASS REV.DATE
ECLIPTEK CORP. OSCILLATOR EC13 8 pin DIP 3.3V OS21 08/06
TAPE AND REEL DIMENSIONS
ALL DIMENSIONS IN MILLIMETERS
MECHANICAL DIMENSIONS
ALL DIMENSIONS IN MILLIMETERS
MARKING SPECIFICATIONS
ENVIRONMENTAL/MECHANICAL SPECIFICATIONS
Pin 1: No Connect or Tri-State
Pin 4: Case Ground
Pin 5: Output
Pin 8: Supply Voltage
Ø
250 Pieces Per Reel
Compliant to EIA-481A
Pin 1 Locator for Gull Wing
(1) For “G” Option
(2) For “G2” Option
Characteristic Specification
Fine Leak Test MIL-STD-883, Method 1014, Condition A
Gross Leak Test MIL-STD-883, Method 1014, Condition C
Mechanical Shock MIL-STD-202, Method 213, Condition C
Vibration MIL-STD-883, Method 2007, Condition A
Lead Integrity MIL-STD-883, Method 2004
Solderability MIL-STD-883, Method 2002
Temperature Cycling MIL-STD-883, Method 1010
Resistance to Soldering Heat MIL-STD-883, Method 210
Resistance to Solvents MIL-STD-883, Method 215