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ECS-.400-12.5-13 Datasheet(PDF) 1 Page - ECS, Inc. |
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ECS-.400-12.5-13 Datasheet(HTML) 1 Page - ECS, Inc. |
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1 / 1 page 4 ECS, INC. INTERNATIONAL 1105 S. RIDGEVIEW, OLATHE, KS 66062 • 913-782-7787 • 800-237-1041 • FAX 913-782-6991 • WWW.ECSXTAL.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 3X8 2X6 1X5 CONDITIONS FREQUENCY RANGE fo 20KHz ~ 40KHz 30KHz ~ 150KHz 200KHz KHz FREQUENCY TOLERANCE ∆f/fo ±30 PPM ±30 PPM ±10,000 PPM @ +25˚C FREQUENCY VS. TEMP. CHARAC. ∆f/fo See Drawing -10˚C ~ +60˚C TURNOVER TEMPERATURE Tm +25˚C typ. TEMPERATURE COEFFICIENT ß -0.034 PPM/˚C 2 typ. Varies depending on frequency OPERATING TEMP. RANGE TOPR -10 ~ +60 ˚C STORAGE TEMP. RANGE TSTG -40 ~ +85 ˚C EQUIVALENT SERIES RESISTANCE R1 30 ~ 50 (max.) 10 (max.) K Ω LOAD CAPACITANCE CL 12.5pF typ. (Customer Specified) pF MOTIONAL CAPACITANCE C1 1 ~ 4fF typ. fF SHUNT CAPACITANCE C0 0.8 ~ 1.7pF typ. pF CAPACITANCE RATIO τ 425 ~ 800 typ. DRIVE LEVEL DL 1µW max. µW INSULATION RESISTANCE IR 500 M Ω min. DC 100V±15 AGING (FIRST YEAR) ∆f/fo ±5 PPM max. +25˚C ± 3˚C ±5 PPM max. Conditions will vary 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 depending on frequency PART NUMBERING GUIDE “EXAMPLE” MANUFACTURER FREQUENCY LOAD CAPACITANCE PACKAGE TYPE* ECS – .400 – 12.5 – 8 ECS – .400 – 12.5 – 13 ECS – 2.0 – 12.5 – 14 8.2 Max. 10 PACKAGE DIMENSIONS (mm) Figure 1) ECS-31-8 6.2 Max. 10 Figure 2) ECS-31-13 5.1 Max. 4.3 Figure 3) ECS-31-14 * Package type examples (8=3x8, 13=2x6, 14=1x5) 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 45˚C? 1) Change in T (˚C) = 45 -25 = 20˚C 2) Change in frequency = -0.04 PPM x ( ∆T) 2 = -0.04 PPM x (20) 2 = -16.0 PPM |
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