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PX-570
High Temperature
Crystal Oscillator
Vectron o ers a High Temperature Crystal Oscillator (PX-570) product platform for extreme environment applications. In addition to its wide
operating temperature range, PX-570 HTXO is also ideal for high shock & vibration applications. PX-570’s unique package design o ers small
ceramic package footprint, as well as providing both though-hole mounting and surface mount options.
Vectron’s vertical integration in the following technical areas ensures the ability to design and manufacture state of the art high temperature
frequency control products:
• BAW & SAW Design & Fabrication to produce high quality resonators.
• RF Oscillator Circuit Design.
• Established 250°C High Temperature Electronics Packaging Expertise.
• Established 250°C High Temperature Electronics Assembly & Test Expertise.
• Environmental Screening.
Vectron’s manufacturing processes, from quartz resonator fabrication to oscillator electronics assembly and test, are painstakingly controlled
via ISO and SPC procedures. Vectron fabricates high temperature quartz resonators using proprietary manufacturing processes designed
speci cally for high temperature and harsh environment applications. In order to ensure high reliability in the eld, critical electrode
metallization and testing processes are conducted inside state-of-the-art Class 1K cleanrooms, while oscillator assembly is conducted in Class
10K cleanrooms. All high temperature oscillators are 100% tested before delivery.
Vectron International • 267 Lowell Road, Hudson, NH 03051 • Tel: 1-88-VECTRON-1 • http://www.vectron.com
• Continuous operating temperature range -55°C to 230°C
• Low jitter and phase noise
• 1.8Vdc, 2.5Vdc, 3.3Vdc or 5Vdc operation
• Compliant crystal mount for high shock & vibration
• Output frequency 32kHz to 40MHz standard
• 8.0mm x 8.5mm x 2.9mm ceramic leaded package
• RoHS Compliant
• Oil / Gas downhole tool
• Geophysical services
• High temperature industrial process control
• Extended temperature Military/Aerospace
• Avionics
• Engine control
Features Applications
Oscillator
Circuit
Output
Bu er
RF
Output
Crystal
Resonator
Block Diagram
PX-570