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3.0
(0.118)
3-1.2 (0.047)
2.5
(0.098)
2.5
(0.098)
12 3
6-R0.2 (0.008)
1. 3 Input, Output (No polarity)
2. GND
Standard Tol. : ±0.3 (0.012)
3.40
(0.134)
7.40
(0.291)
0.6
(0.024)
2.00 max.
(0.079) max.
MHz Band Ceramic Resonators
(SMD) PBRC-H Series
C1C2
Resonator
Out
33pF33pF
Rf
Vdd = 5.0V
74321
14
VDD : 5V
R: 1MΩ
IC : MC14069UB (3.58 to 8MHz)
MC74HC04 (8 to 20MHz)
C1, C2 : 30pF 3.58 to 8 MHz (typ)
10pF 8.01 - 20 MHz (typ)
MC14069UB
(Motorola)
FEATURES
• Excellent frequency stability
• Low profile
• Reflow solderable
• Excellent solderability (Nickel barrier + Au flash termination)
APPLICATIONS
• Car Accessories
• Cam-corders
• Digital Cameras
• PDAs
• PC Peripherals
Tolerance
2.00 to 8.00 8.01 to 20.00
±0.5% ±0.7% (Standard)
03 ±0.3% —
05 — ±0.5%
Packaging
Tape and reel, 2,000 pcs/reel
H: Built-in Capacitor
Oscillating Frequency (MHz)
3.58 to 20.00MHz
Series
HOW TO ORDER
PBRC - 4.00 H R
TEST CIRCUIT
DIMENSIONS millimeters (inches)
Note: Please refer to IC Application Guide book for
IC matching
1.7
(0.067)
1.5
(0.059)
1.7
(0.067)
4.0
(0.157)
2.5 (0.098) 2.5 (0.098)
The thickness of solder paste : 0.2mm (0.008)
Recommended Land Pattern Recommended Reflow Profile Packaging - Taping
SPECIFICATIONS
mm (inches) mm (inches)
Frequency Temperature Standard
Series Range Tolerance
Stability IC Frequencies
(MHz) (25°C)
PBRC-H
3.58 to 8.00
±0.5% ±0.5% MOTOROLA 3.58, 4.00, 4.19
(op. ±0.3%) (-40 to 85°C) MC74HC04 6.00, 8.00
8.01 to 20.00 ±0.7% ±0.1% MOTOROLA 10.0, 12.0,
(op. ±0.5%) (-40 to 85°C) MC14069UB 16.0, 20.0
Temp
°C
230
±5
150 to 180
60 sec
Time - sec.
Peak 230±5°C
200°C within 20 sec
4.0
(0.157)
2.0 (0.079)
φ1.5 (0.059)
3.8
(0.150)
16.0
(0.630)
7.5
(0.295)
1.75
(0.069)
8.0 (0.315) 2.1
(0.083)
0.3 (0.012)
7.8
(0.299)
φ1.5 (0.059)
2000 pcs/Reel [φ255 (10.04)]