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Automotive 3-Phase Brushless Motor Pre-Driver with Sensor Reference Design based on ROHM Solution

This reference design is a solution board for a three-phase brass-less sensor-equipped motor pre-driver developed to control automotive air conditioner blower motors and battery cooling fan motors. In addition to the pre-driver, the NchMOS of the output stage and peripheral components for external input setting are integrated on a single board, and the motor can be controlled simply by connecting the power supply (12V typ.) By using noise suppression and S/R adjustment, this product has passed the CISPR 25 Class 5 EMC standard. This product can be used as a reference design for circuit and pattern design when creating PCBs. This reference design consists of two different boards, with a choice of different sized Nch MOSFETs packages.

CATEGORY

Automotive & transportation,Industrial,Power & charging

REFERENCE DESIGN

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.celusico-cut:before { content: "\e91f"; } .celusico-cubos:before { content: "\e928"; } .celusico-auth-code:before { content: "\e929"; } .celusico-private:before { content: "\e92b"; } .celusico-zoom-in:before { content: "\e92c"; } .celusico-list:before { content: "\e946"; } .celusico-grid:before { content: "\e947"; } .celusico-arrow-down:before { content: "\e948"; } .celusico-arrow-right-double:before { content: "\e949"; } .celusico-arrow-left-double:before { content: "\e94a"; } .celusico-arrow-down-double:before { content: "\e94b"; } .celusico-arrow-up:before { content: "\e94c"; } .celusico-zoom-out:before { content: "\e94d"; } .celusico-cancel:before { content: "\e94e"; } .celusico-arrow-up-double:before { content: "\e94f"; } .celusico-preview:before { content: "\e950"; } .celusico-search:before { content: "\e951"; } .celusico-notification:before { content: "\e952"; } .celusico-hide:before { content: "\e953"; } .celusico-sign-out:before { content: "\e954"; } .celusico-add-new-project:before { content: "\e955"; } .celusico-warning:before { content: "\e956"; } .celusico-add-new-block:before { content: "\e957"; } .celusico-import:before { content: "\e958"; } .celusico-export:before { content: "\e959"; } .celusico-templates:before { content: "\e95a"; } .celusico-save:before { content: "\e95b"; } .celusico-profile:before { content: "\e9a1"; } .celusico-delete:before { content: "\e95d"; } .celusico-settings:before { content: "\e95e"; } .celusico-help:before { content: "\e95f"; } .celusico-screw:before { content: "\e975"; } @import url("https://d1azc1qln24ryf.cloudfront.net/188776/CelusApp/style-cf.css?h0xino"); svg {}Motor Driver 20VMotor DriverResonator 10 MHzResonatorSignal InputHeader ConnectorSignal OutputHeader ConnectorHall Signal InputHeader Connector

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PARTS IN DESIGN / BOM BY STORE

Grayed out parts are unavailable for purchase on Avnet Abacus.

The displayed part lists is a small subset of the complete BOM.

MFGR	PART#	BLK NM

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