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KUBARA LAMINA SA MTK-170, MTC-170
Dual SCR Power Module
KKMTx170, March 2014 version
KUBARA LAMINA SA Tel.: +48-22-398 94 09
Puławska 34 Tel.: +48-22-757 76 60
PL-05-500 Piaseczno Fax: +48-22-750 08 84
POLAND e-mail: sekretariat@kubara-lamina.com
www.kubara-lamina.com
1/10
Dual SCR Power Modules are designed for use in power electronic circuits and equipment
under normal operating conditions.
KEY PARAMETERS
U
DRM
, U
RRM
up to 1600 V
I
T(AV)
170 A
I
TSM
5000 A
du/dt* 1000 V/s
di/dt 100 A/s
* maximum (non standard) value
Designed for use in high power industrial and commercial power electronic circuits and equipment where high
currents are encoutered and high reliability is essential.
ORDERING INFORMATION
When ordering please refer to device code builder presented below.
Please use the complete part number when ordering, quote or in any future correspondence relating to your
order.
MT -170- -
APPLICATION
High Voltage Power Supplies
Motor Control
FEATURES
electrically isolated base
high current capabilities
high surge current capabilities
high rates voltages
low thermal impedance (Aluminium Nitride
Insulators)
tested according to IEC standards
compact size and small weight
Outline
See package details for further information
Elements configuration (see drawings)
Voltage class (hundred volts)
du/dt and t
q
codes (see tables)