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XV7e1ezuTGzK7RKytHlQfm5BA75r0OsHXdN8RXlwj6L4hh02Py9jxy2C3GTn74O5SD7HI4oA8wgkF38LdQla3aATeKwxgkXBTN6nykeo6V3mv8A/JT/AAae/kagP/HIq2/DWgw+GtDh02GaS4Ks8ks8v35pHYs7n6kmtagDw7TE0jSbbV9E8S+M9Y0S6S7ufMtBJGkc8UjsyyR7omLBg3qTnPSuluJNN8IeJPCOp3FxIugLoz6bDeXII8pv3bRmQ4G0sqEZIHI7V6U0UbsrOisy8qSMkfSh0WRCjqGU9QwyDQB5/wCAtTtdZ8deNtQsgTazSWflSFSPNAiK7xnsccHuMHvWj43/AOQ34L/7DQ/9ES12OMDAooA82tvEOl+C/HHiweIbpbJb+SG8tJ5QcXEYiCFVPdlZSNvXkVjx2M9r8KvDMd5bNAbjxBbzi3kGDGkl2XVSO3ysOPevX3jSTbvRW2nIyM4PrTqACvLbXxNpvhe+8baVqUrR6jcahJd2lsEJe5SSGMJ5YA+blSPbvivUqaY0Lhyil14DY5FAHk9t/wAI7/wrXwQ2ta5Nol2lmr2N9DJ5bI3lgMNxBXBBGQ3Wlkl1zxj8JfFNkt0dWeOV4rG+SERG+iTY+Qo4JzuTIGDivV3RJEKOqsp6hhkUoAAAAwB0AoA8n0qfwnrupaJnx3reoXcd1HcQadcPGWSVc8OiwgrjkHJA6816L4m/5FTWP+vGb/0A1orFGrs6oodvvMByfrT6APMNAUHX/hySASPDUhHt8kFb3hnj4heOf+u9mf8AyWWuxooA8++IuoW+leI/Bd9dqxt4dQlaQqpbYvktlyB2X7x9gaprLF408Y+IL7QJlns08Ptpgu0P7uS4dmYBW6HaCMkdN1dnq+gnVNd0LUhcCMaXPLMY9mfM3xNHjOeMbs9+lbCIkahUVVUdAowKAPGbjX9O1z4ZaJ4OsCf+EhZrO0ew2ES2rwuhkdx/CoCMcn1rS+J9vPH4p0qKBGZfEVt/YsxHRR58b5P/AABpq9UEaCQyBFDkYLY5I+tOoA8o8O2sp+L11ozRFbTQ3u7+EgfLm78sqB9N01ZNiNM0a88QaX4j8ZavoNwdRuJhbrJGkVxDIxZZE3RMWyDggEkEGvbaY8UchUuisVOVJGcfSgDzr7DY2WvfDK10+Saaxhhufs0k4w5T7N8pYYGDg+g+lekdqKKAPBdEh0Kw8JS+G/FHjXWtKu7fzbW80zfGFcFm5jUxFnVwcggnOa7nWrHd418NWFrK4zol/DFJJ977sIBPvXfmKNpFdkUuvRiORTqAPB9Ii8NzeDbfw/4i8aa7p91HGtpd6MXjDI6nG1E8ksVJAIIJ4I5rt9T1K08K/FN9U1uYW2nahpUdtBeyj92kscjM0ZbouQwYZ64Nd+YozIJCi+YBgNjnH1odEkQpIqsp6hhkGgDgfGus2GpeGND8QWU/2jSrbWra4luI0YqsSSFXfpnAPel8Oanp+ufFDU9T024jurWXRrYRzx9CBNMGx+K4/Cu/AAAAGAOgFFAHlNh4l0rwfF4x0rXJBDfy6ldXcFu6kteRzcx+X/eJ+7gdMc4p1jplzpcPwq0+/QrcwNIJEbqjfZXO0+46fhXqTRo7KzIpZfukjkfSnUAcDc8fEXxPjv4ehJ/77mrm/D99b+Gp/BOv6s/k6VceGUsBdMDsgmyjjcf4QwBAJ9K9ipGRXUq6hlPBBGQaAKOka1p2vWX23S7tLq23lBLHnaSOuD3+orj9c1C18M/FO21vWJBb6XeaR9hju3B8uKZZS5Vj0XcpGCeu2u+VQqhVAAHAAHSkdFkQo6hlPUMMg0AcH4y1jT9d8LaRfaZcpc2ra5ZKsqA7WIuFBxnqM96t+D0H/CX+OGAwx1GEE+wt48fzNdkAFAAAAHAApaAPMvh94o0Xw34ZsvC+sXsdlrVjM9rLaSgh5HMh2sox8wbcDkcc1al1/TPCfxO1+TXLoWcWpWNpJaSOpIl8vzFdVwOWyy8dea9BMaGQSFFLgYDEcj8aGjRypZFYqcqSM4PtQB41BMbn4NPOYniMniEOY5BhkzqAOCPUVunWtF0Lx54xs/EM4t49TW2eBJEY/aIxb7HC4HPIIwOa9KooA8n8Mavb2HinRdI8K+Kpte0a4WRZrKYCVrGJUJVhIACoBCqFb1r0TxJdX1l4Y1W60yPzL+G0lkt027syBSV4784471pJHHGWKIqljliBjJ96dQB4X/aGlXuqeCpLDxNq2t3smqW8l359yzwwko2QUwFRySQB1wGr0Lw6o/4Wd41bAz5dgM/9s3rsFREzsRVycnAxk+tOoA8agzbfDjQdUaN3s9K8TS3d0EUtshFxOpfA5IUuG/Ctu18Q6X4h+Mely6TOl1bxaRcI11EMxsxeM7A3cqME46bq9K601ESNAiKFUdAowBQByHxR0+71LwDex2STySxSQ3DRwAGR0jlV2Cg5y2ASBg8gVz+hyeFNa8S6LLb+OtX1m+hd57W1mkjYKfLYNvCxAr8pI5I5wK9RpixRozMiKrMcsQME/WgDySDxDpnhzwz4u8O6o+3WDdXzRWhUmS8WYs0bIP4gQ2Ce2DnFSRX1vomk/CzW9Qk8jTbfT/InuGB2xNJaoE3HsCVxmvUNQslv7C5t/lV5oXiEhXJXcCKr6HpI0jw1pujyOtwLO0iti5TAk2IFzjnGcZxQBwmg6xa654p+IF9Ysz2jWFmsUpUgSgRz/Mueq5yAe+MjisS21W00VfhLf3+VtY9KuBJNtJEIMEI3nHQZIBPYHNe0AADAGBWLqOgm/wDFOi6z9oCrpsdzGYSmfM80IOueMbPQ5zQB5/eXkGvj4j69pj+bpR0M2cdyo+S4kSKVnKnuF3Bc1qa1Gn/CPfDldo2rqljgY6YgfFeioixoFRQqjoAMAUtAHC3tu918VNRt4n2STeGBGrehM8gB/WuB0iLw3N4Nt/D/AIi8aa7p91HGtpd6MXjDI6nG1E8ksVJAIIJ4I5r3immKMyCQovmAYDY5x9aAOOiUf8LpuDjLDw7EAe//AB8Sf4VyWoRSSeAPH/lRvIY/EbTFUUk7UkgdjgegBNewUUAZ2i67pfiKxN7pF7Hd2wcxmSPOAwwSOe/IrRoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqer340rRb/UTH5otLeSfy92N21S2M9s4q5Wfr1lJqXh3U7CHHm3NpLCmemWQgfzoAzLzxWLTQdC1T7GWGrXFpAI/Mx5XnkDOcc7c+2fas+/8Z6sfE2qaBonhs6jdaekMjyPeLDGVdSeSVOG4wBznk5GOeTfVdR1jQPB2jQeHNZjudO1LTv7RaazZEgETqGIb+IZGcjgLySK7TQrO5h+Ifi66ltpUgnSyEMrIQsm2Nw209DgnnHSgCFviBA/gzTtctdOmmu9RnFpbaeXCu1xuZShboACj5b0XNZOk6nqN98Y4YtW0v+zr2DQJtyJOJo3UzxYZXwM9CCCAQR+NZlvpWq6f4N0LUxpd3LNpGvXN3NZiI+c8DyzKWRDyx2uGA7jpWvpF9da/8V01aLSdRttJTRJbeO5urZ4fMkM0bEYYZHHTOCcMRxzQBLN8RL/7Jc63aeG5LjwzbSMsmoC6USOiNteVIscoCD/ECQM4rR13xnc6d4gsNF0rRm1S6v7R7mBluBGg2sB8xIOFwSc89hg5rzrSPD2haHpDaB4j8M+JbvULdpIc2TXckF5GWO1k2OEAKkZBxg5zXoK6bLD8S9Imhs5ksYNCmgEhQlI282LahbpuwDxnPBoA6eC4uP7Kjubu3WG58gSTQLJvCPtyyhsc4ORnHNcHZfE3UbrSdM16bwtJb6BdyRRSXbXil4mdggby9uSgcgZyCeuMdfQLtS1nOqgkmNgAO/FeaS6TqJ+AWnaaNPuvtyQ2Ya1ELeapWeMtlMZ4AJPHGKAOo1vxVf23iBdB0HRhqmoLb/arjzLkQRwxkkLltrZZiDgY7ZqnP8RLeDwBd+KDp0wkspxbXdi7gPFKJVjdcgHON2RxyMdM1W1C6m8JfEO/1m506/utM1Wyhj86zt2naGaIt8rKoJAYPwemeKxLjRNWn+F+vzSaZcpeaxrSailj5ZaWONriHAZRnnYm4+nOe9AG9eeOtb0x9OjvvCTpPqdy0Fnbpeq0h+QsC/y4U5AB5IAJOTimweO9fub280WLwlnX7PDy25v1EAhYAq4m28kngLt7HpitLxNZ3Nx4w8HTw20skNveXDTSIhKxg27gFiOgJIHPc0aVZ3MfxL8SXb28q281lZLFMyEI5XzdwDdCRkZx0yKAJtP8UXWteDbfXNI0d7m6myn2GSdYijq5RwzkYwpVucc46UmgeJr6+1q50TWtIGmalDAtyix3InjmiLFdytgYIYYII7iuKfTtVt/hlawSWOpCBdcmk1G2t0dZ5LQ3EpO0DDEHKHjquan8F6ZaxfE2W/0Xw5e6XoraO0STXFu8fnS+chJw3I46A4J2k4xzQB0fw4/5Auq/9hu//wDR7VJq3i3Uk8QXOi+HtCGrXNlCk140l2LdIt+SiAlTlyAT2AGOad4BtLmz0jUkureWB31e9kVZUKlkaZirDPUEcg96yJb6bwb478QX15pepXdhrCW81vNY2rT4kjj8tomC8gnAIzxyeaALt58RrSDwPZeJ4NPuJ47i5jtntc7ZY3L7GXHdlIPHGfUZq1pXivUZPEUeia9og0u5uoGns2S6E6TBcb1JCjDjIOORjvXD6pp+qaP8L9OluLIjU7rxDDf/AGIsMq8lzvWMnoDyAfQk10kF5N4v8f6LfWumajaWOjQ3DzzX1s0BaWVQgjUNySBkkjjpzQAs3xEv/slzrdp4bkuPDNtIyyagLpRI6I215UixygIP8QJAzitLxD4yn0rWdK0nTdIbVLrVIJZbfZOI1+TafmJBA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KUBARA LAMINA SA MTK-150, MTC-150
Dual SCR Power Module
KKMTx150, 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)
150 A
I
TSM
4200 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 -150- -
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)