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14 packages found

Unified Network Processor Interface for Texas Instruments Wireless SoCs.

published version 1.1.1, 6 years ago3 dependents licensed under $MIT
64

An open source ZigBee gateway solution with node.js.

published version 0.0.13, 7 years ago0 dependents licensed under $MIT
54

The interface for a host to communicate with TI CC253X Zigbee Network Processor(ZNP) over a serial port.

published version 0.6.0, 6 years ago3 dependents licensed under $MIT
28

An open source ZigBee gateway solution with node.js.

published version 0.4.0, 6 years ago3 dependents licensed under $MIT
26

An open source ZigBee gateway solution with node.js.

published version 0.13.6-dev-zigate-0.2, 5 years ago0 dependents licensed under $MIT
24

The interface for a host to communicate with TI CC253X Zigbee Network Processor(ZNP) over a serial port.

published version 0.0.3, 7 years ago1 dependents licensed under $MIT
18

This project is a fork of zigbee-shepherd (github.com/zigbeer/zigbee-shepherd) with few modifications.

published version 0.1.1, 7 years ago0 dependents licensed under $MIT
14

An open source ZigBee gateway solution with node.js.

published version 0.12.74, 5 years ago0 dependents licensed under $MIT
11

zb-shepherd is a network controller for ZigBee devices.

published version 0.0.0, 9 years ago0 dependents licensed under $MIT
5

An open source ZigBee gateway solution with node.js.

published version 1.0.2, a year ago1 dependents licensed under $MIT
5

An open source ZigBee gateway solution with node.js.

published version 0.13.6-dev-zigate-0.1, 5 years ago0 dependents licensed under $MIT
3

An open source ZigBee gateway solution with node.js.

published version 0.3.1-0, 6 years ago0 dependents licensed under $MIT
3

The interface for a host to communicate with TI CC253X Zigbee Network Processor(ZNP) over a serial port.

published version 0.5.2-2, 6 years ago1 dependents licensed under $MIT
3

An open source ZigBee gateway solution with node.js.

published version 10.0.1, a year ago0 dependents licensed under $MIT
2