參數(shù)資料
型號(hào): ECS-31
廠商: Electronic Theatre Controls, Inc.
英文描述: LOW FREQUENCY QUARTZ CRYSTALS
中文描述: 低頻石英晶體
文件頁(yè)數(shù): 1/1頁(yè)
文件大?。?/td> 88K
代理商: ECS-31
4
ECS, INC. INTERNATIONAL
1105 S. RIDGEVIEW OLATHE, KS 66062 913-782-7787 800-237-1041 FAX 913-782-6991 WWWECSXTAL.COM
CRYSTALS CRYSTALS
The ECS-31 Series features the same
characteristics as only tuning fork crystals
offer. Because of their miniature size they are
ideal for portable and communication
equipment applications.
FEATURES
Miniature size
Cost effective
Long term stability
Excellent shock and vibration characteristics
ECS-31
SERIES
LOW FREQUENCY QUARTZ CRYSTALS
OPERATING CONDITIONS/ELECTRICAL CHARACTERISTICS
PARAMETERS
FREQUENCY RANGE
f
o
FREQUENCY TOLERANCE
f/f
o
FREQUENCY VS. TEMP. CHARAC.
f/f
o
TURNOVER TEMPERATURE
Tm
TEMPERATURE COEFFICIENT
OPERATING TEMP. RANGE
T
OPR
STORAGE TEMP. RANGE
T
STG
EQUIVALENT SERIES RESISTANCE
R
1
LOAD CAPACITANCE
C
L
MOTIONAL CAPACITANCE
C
1
SHUNT CAPACITANCE
C
0
CAPACITANCE RATIO
τ
DRIVE LEVEL
DL
INSULATION RESISTANCE
IR
AGING
(FIRST YEAR)
f/f
o
3X8
2X6
1X5
200KHz
±10,000 PPM
CONDITIONS
KHz
@ +25C
-10C ~ +60C
20KHz ~ 40KHz
±30 PPM
30KHz ~ 150KHz
±30 PPM
See Drawing
+25C typ.
-0.034 PPM/C
-10 ~ +60
-40 ~ +85
30 ~ 50 (max.)
12.5pF typ. (Customer Specified)
1 ~ 4fF typ.
0.8 ~ 1.7pF typ.
425 ~ 800 typ.
1μW max.
500 M
min.
±5 PPM max.
±5 PPM max.
2
typ.
Varies depending on frequency
C
C
K
pF
fF
pF
10 (max.)
μW
DC 100V±15
+25C ± 3C
Conditions will vary
depending on frequency
SHOCK RESISTANCE
Drop test of 3 times on a hard board from 75 cm height or shock test of 3000G x 0.3ms x 1/2 sin wave x 3 directions
PART NUMBERING GUIDE
“EXAMPLE”
MANUFACTURER
ECS
ECS
ECS
*Package type examples (8=3x8, 13=2x6, 14=1x5)
FREQUENCY
.400
.400
2.0
LOAD CAPACITANCE
12.5
12.5
12.5
PACKAGE TYPE*
8
13
14
1
8.2 Max.
10
PACKAGE DIMENSIONS (mm)
Figure 1) ECS-31-8
0
6.2 Max.
10
Figure 2) ECS-31-13
0
5.1 Max.
4.3
Figure 3) ECS-31-14
PARABOLIC TEMPERATURE CURVE
-20
-10
-20
-30
-40
-50
-60
-10
0
10
20
30
40 50
60
70
f/f (PPM)
T (C)
To determine frequency stability, use parabolic
curvature. For example: What is the stability at 45C
1) Change in T (C) = 45 -25 = 20C
2) Change in frequency = -0.04 PPM x (
T)
2
= -0.04 PPM x (20)
= -16.0 PPM
2
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