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Taiwan Factory: +886 2 29810109
China Factory: +86 755 26055363
Resonator General Usages
Chip Type Resonator Soldering Conditions
Reflow Solderings of Chip Type Ceramic Resonator
1. Reflow
One heat stress, shown in the profile at right, is applied to resonator, then after being placed in
natural conditions for 1 hour, the resonator is measured.
a. Pre-heating conditions should be +150 to +180℃ for 60 to 120 seconds. Ascending
time up to +150℃ should be longer than 30 seconds.
b. Heating conditions should be within 40 seconds at +230℃ min., but peak temperature
should be lower than +260℃.
2. Soldering Iron
Soldering iron of +300±5℃ should be placed 0.5mm above electrode of resonator. Melting
solder through soldering iron should be applied to electrode for 3±1 seconds; then, after being
placed in natural conditions for 24 hour, the resonator should be measured.
Wash
Please contact us in case you need washable component.
Notice for Mounting
1. The component is recommended for use with placement machines which employ optical
placement capabilities. The component might be damaged by excessive mechanical force.
Please make sure to evaluate by using placement machines before going into mass production.
Do not use placement machines which utilize mechanical positioning. Please contact Token for
details beforehand.
2. Please insure the component is thoroughly evaluated in your application circuit.
3. Please do not apply excess mechanical stress to the component and terminals during soldering.