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PART NUMBERING GUIDE
MECHANICAL DIMENSIONS
ALL DIMENSIONS IN MILLIMETERS
TAPE AND REEL DIMENSIONS
ALL DIMENSIONS IN MILLIMETERS
MARKING SPECIFICATIONS
ENVIRONMENTAL/MECHANICAL SPECIFICATIONS
E1U A A 18 - 20.000M - I2 TR
PACKAGING OPTIONS
Blank=Bulk, A=Tray, TR=Tape and Reel
AVAILABLE OPTIONS
Blank=None (Standard)
CX=Custom Lead Length
I2=Insulator Tab
FREQUENCY
LOAD CAPACITANCE
S=Series Resonant
XX=XXpF Parallel Resonant
MODE OF OPERATION / CRYSTAL CUT
A=Fundamental / AT
B=Third Overtone / AT
D=Fundamental / BT
MANUFACTURER CATEGORY SERIES PACKAGE CLASS REV.DATE
ECLIPTEK CORP. CRYSTAL E1U HC-49/US Short CR41 08/08
1000 Pieces per Reel
Compliant to EIA-468B
Line 1: E XX.XXX M
Frequency in MHz
(5 Digits Maximum + Decimal)
800-ECLIPTEK www.ecliptek.com for latest revision Specifications subject to change without notice.
FREQUENCY TOLERANCE / STABILITY
A=±50ppm at 25°C, ±100ppm from 0°C to 70°C
B=±50ppm at 25°C, ±100ppm from -20°C to 70°C
C=±50ppm at 25°C, ±100ppm from -40°C to 85°C
D=±30ppm at 25°C, ±50ppm from 0°C to 70°C
E=±30ppm at 25°C, ±50ppm from -20°C to 70°C
F=±30ppm at 25°C, ±50ppm from -40°C to 85°C
G=±15ppm at 25°C, ±30ppm from 0°C to 70°C
H=±15ppm at 25°C, ±30ppm from -20°C to 70°C
J=±15ppm at 25°C, ±30ppm from -40°C to 85°C
K=±15ppm at 25°C, ±20ppm from 0°C to 70°C
L=±15ppm at 25°C, ±20ppm from -20°C to 70°C
M=±15ppm at 25°C, ±20ppm from -40°C to 85°C
N=±10ppm at 25°C, ±15ppm from 0°C to 70°C
P=±10ppm at 25°C, ±15ppm from -20°C to 70°C
PARAMETER SPECIFICATION
ESD Susceptibility MIL-STD-883, Method 3015, Class 1, HBM: 1500V
Fine Leak Test MIL-STD-883, Method 1014, Condition A
Flammability UL94-V0
Gross Leak Test MIL-STD-883, Method 1014, Condition C
Lead Integrity MIL-STD-883, Method 2004
Mechanical Shock MIL-STD-202, Method 213, Condition C
Moisture Resistance MIL-STD-883, Method 1004
Moisture Sensitivity J-STD-020, MSL1
Resistance to Soldering Heat MIL-STD-202, Method 210, Condition K
Resistance to Solvents MIL-STD-202, Method 215
Solderability MIL-STD-883, Method 2003
Temperature Cycling MIL-STD-883, Method 1010, Condition B
Vibration MIL-STD-883, Method 2007, Condition A