1.2.2 • Published 8 months ago

@mchp-mcc/can-fd-driver v1.2.2

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License
SEE LICENSE IN LI...
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Last release
8 months ago

MCC Melody CAN FD Driver

Overview

CAN FD (Controller Area Network Flexible Data-Rate) is a data-communication protocol typically used for broadcasting sensor data and control information on 2 wire interconnections between different parts of electronic instrumentation and control system. This protocol is generally used in modern high performance vehicles.

Features

Configurable Clock settings

  • CAN FD operating frequency .
  • Nominal(Arbitration) Bit Rate.
  • Data Bit Rate.

Configurable ISO CRC for CAN FD frames

FIFO Settings

  • Configurable FIFO for Transmit and Receive operation.
  • Configurable FIFO depth, payload and transmit priority.
  • User can provide Custom Name for the FIFOs.

Receive-Filter Settings

  • Supports both SID(11 bit) and EID(29 bit) type Message IDs.
  • 12 bit SIDs are not supported.
  • Displays Permissible ID based on Message IDs allowed for a given filter. Permissible ID is a binary depiction of Message ID that can pass through filter.

Changelog

All notable changes to this project will be documented in this file.

1.2.2 - 2023-09-04

New Features

  • CC16SCRIP-7075 :- Data Bit Rate feature support for dependent Software libraries (like CAN TP)

1.2.1 - 2023-06-28

New Features

  • CC16SCRIP-5299 :- Limit Data Bit Rate options to 5 Mbps for dsPIC33CDVCxxxMPxxx device family

1.2.0 - 2023-05-04

New Features

  • CC16SCRIP-6486 :- CAN FD Driver support for PIC18 device family

1.1.0 - 2022-12-19

New Features

  • CC16SCRIP-6037 :- Feature to support selection of CAN-FD driver as dependency by other Software libraries (like CAN TP)

1.0.4 - 2022-05-24

New Features

  • CC16SCRIP-2045 :- Dependency module names updated in builder view

1.0.3 - 2022-01-13

New Features

  • CC16SCRIP-3419 :- Dependency Selector label updated with PLIB name

1.0.2 - 2021-11-03

New Features

  • CC16SCRIP-3018 :- Bit Rate Settings : Option names updated with units for Time Quanta and Sample Point