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XI’AN VAW HS Series
ELECTRONICS CO, LTD Variable High Volttge Power Supplies
No. 1108, Building B, Western Electronic Region Dian Zi Yi Lu 18
Xian 710065 Shan Xi Province P.R. China E-mail: vawelec@126.com
Tel: 0086-29-88276122 ext 808 Fax: 0086-29-88210158 E-mail: luojielong@hotmail.com www.vawelec.com
HS Series High-voltage Power Supply Modules Charact e rized with Low Po wer Consump tion
Description:
With a breakthrough in the development of components due to the increasing scale and the close
cooperation with some foreign high-temperature component manufacturers, VAW Electronics Co, LTD embarks
on initiative design and customization of specialized high temperature electronic components. Based on more than
a decade of R & D and production, the company's electronic engineers have designed and customized a series of
dedicated power components which are charactered with wide operating temperature (-55℃~+150℃, -55℃~
+175℃, -55℃~+200℃, -65℃~+250℃) and various types (175℃ high-voltage lead capacitor, 350℃
magnetic core, 600℃ magnetic core, 250℃ SMD induct or, 250 ℃ SMD current sampler, 250℃ current sample
operational amplifier, 250℃ SMD capacitor, 250℃ SMD Precision high-power resistor, 250℃ SMD discharge
protector, 250℃ dedicated power control chip, 250℃ high-capacity filter capacitor, 250℃ high-power fast
switching tube, 250℃ high-current fleetness rectifier tube). In addition to using the most advanced special
components, HS series of high temperature and high voltage power modules also employs a number of
components developed and customized based on proprietary intellectual property rights, and produced according
to the technology and production quality control system of military supplies. The performance of all the products
has reached a new standard. All products in this series can work under -40℃ +225℃ ambient temperature
for 4 hours without considering their reliability.
Scope of application :petroleum survey logging tool,petroleum drilling instrument,geophysical detecting
instrument, vehic les, tel ec o mmunication, network infrastructures, ent e rprise and hi g h-performance calculation.
1: Pin
Input end: red pin: positive input (yellow pin: negative input)
black pin: GND green pin: output voltage end
Output end: HV end high voltage GND end: Ground (connect with input power supply)
2: Main technical parameters:
(一) Operating temperature range: widest -55℃~+225℃
(二) Input voltage: +10V∼+33V(±10∼±16.5V)
(三) Input current: 11mA@ 1600V with load22M(24V IN)
50mA @2400V with load7 M(24V IN)
(四) Output voltage: 0V~-±2400V
(五)Output current: 500uA。1000uA 5000 uA (with filter 2mVp-p, typical 0.5mVp-p)